{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Poincare Map\n",
    "This example shows how to calculate a simple Poincare Map with REBOUND. A Poincare Map (or sometimes called Poincare Section) can be helpful to understand dynamical systems."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-24T21:21:16.437138Z",
     "start_time": "2023-09-24T21:21:16.376267Z"
    }
   },
   "outputs": [],
   "source": [
    "import rebound\n",
    "import numpy as np\n",
    "import warnings"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We first create the initial conditions for our map. The most interesting Poincare maps exist near resonance, so we have to find a system near a resonance. The easiest way to get planets into resonance is migration. So that's what we'll do. Initially we setup a simulation in which the planets are placed just outside the 2:1 mean motion resonance."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-24T21:21:16.463359Z",
     "start_time": "2023-09-24T21:21:16.447896Z"
    }
   },
   "outputs": [],
   "source": [
    "sim = rebound.Simulation()\n",
    "sim.add(m=1.)\n",
    "sim.add(m=1e-3,a=1,e=0.001)\n",
    "sim.add(m=0.,a=1.65)\n",
    "sim.move_to_com()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We then define a simple migration force that will act on the outer planet. We implement it in python. This is relatively slow, but we only need to migrate the planet for a short time."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-24T21:21:16.492757Z",
     "start_time": "2023-09-24T21:21:16.480378Z"
    }
   },
   "outputs": [],
   "source": [
    "def migrationForce(reb_sim):\n",
    "    tau = 40000.\n",
    "    ps[2].ax -= ps[2].vx/tau\n",
    "    ps[2].ay -= ps[2].vy/tau\n",
    "    ps[2].az -= ps[2].vz/tau"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Next, we link the additional migration forces to our REBOUND simulation and get the pointer to the particle array."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-24T21:21:16.508859Z",
     "start_time": "2023-09-24T21:21:16.495569Z"
    }
   },
   "outputs": [],
   "source": [
    "sim.additional_forces = migrationForce\n",
    "ps = sim.particles"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Then, we just integrate the system for 3000 time units, about 500 years in units where $G=1$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-24T21:21:18.668900Z",
     "start_time": "2023-09-24T21:21:16.510599Z"
    }
   },
   "outputs": [],
   "source": [
    "sim.integrate(3000.)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Then we save the simulation to a binary file. We'll be reusing it a lot later to create the initial conditions and it is faster to load it from file than to migrate the planets into resonance each time. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-24T21:21:18.671759Z",
     "start_time": "2023-09-24T21:21:18.669748Z"
    }
   },
   "outputs": [],
   "source": [
    "sim.save_to_file(\"resonant_system.bin\") "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To create the poincare map, we first define which hyper surface we want to look at. Here, we choose the pericenter of the outer planet."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-24T21:21:18.674258Z",
     "start_time": "2023-09-24T21:21:18.672500Z"
    }
   },
   "outputs": [],
   "source": [
    "def hyper(sim):\n",
    "    dp = sim.particles[2]-sim.particles[0]\n",
    "    return dp.x*dp.vx + dp.y*dp.vy"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We will also need a helper function that ensures our resonant angle is in the range $[-\\pi:\\pi]$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-24T21:21:18.676764Z",
     "start_time": "2023-09-24T21:21:18.675076Z"
    }
   },
   "outputs": [],
   "source": [
    "def mod2pi(x):\n",
    "    if x>np.pi:\n",
    "        return mod2pi(x-2.*np.pi)\n",
    "    if x<-np.pi:\n",
    "        return mod2pi(x+2.*np.pi)\n",
    "    return x"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The following function generate the Poincare Map for one set of initial conditions. \n",
    "We first load the resonant system from the binary file we created earlier. \n",
    "We then randomly perturb the velocity of one of the particles. If we perturb the velocity enough, the planets will not be in resonant anymore.\n",
    "We also initialize shadow particles to calculate the MEGNO, a fast chaos indicator."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-24T21:21:18.683877Z",
     "start_time": "2023-09-24T21:21:18.678660Z"
    }
   },
   "outputs": [],
   "source": [
    "def runone(args):\n",
    "    i = args             # integer numbering the run\n",
    "    N_points_max = 2000  # maximum number of point in our Poincare Section\n",
    "    N_points = 0\n",
    "    poincare_map = np.zeros((N_points_max,2))\n",
    "    \n",
    "    # setting up simulation from binary file\n",
    "    import warnings # ignore warning for function pointers\n",
    "    warnings.filterwarnings('ignore')\n",
    "    sim = rebound.Simulation(\"resonant_system.bin\")\n",
    "    vx = 0.97+0.06*(float(i)/float(Nsim))\n",
    "    sim.particles[2].vx *= vx\n",
    "    sim.t = 0.            # reset time to 0\n",
    "    \n",
    "    # Integrate simulation in small intervals\n",
    "    # After each interval check if we crossed the \n",
    "    # hypersurface. If so, bisect until we hit the \n",
    "    # hypersurface exactly up to a precision\n",
    "    # of dt_epsilon\n",
    "    dt = 0.13\n",
    "    dt_epsilon = 0.001\n",
    "    sign = hyper(sim)\n",
    "    while sim.t<15000. and N_points < N_points_max:\n",
    "        oldt = sim.t\n",
    "        olddt = sim.dt\n",
    "        sim.integrate(oldt+dt)\n",
    "        nsign = hyper(sim)\n",
    "        if sign*nsign < 0.:\n",
    "            # Hyper surface crossed.\n",
    "            leftt = oldt\n",
    "            rightt = sim.t\n",
    "            sim.dt = -olddt\n",
    "            while (rightt-leftt > dt_epsilon):\n",
    "                # Bisection.\n",
    "                midt = (leftt+rightt)/2.\n",
    "                sim.integrate(midt)\n",
    "                msign = hyper(sim)\n",
    "                if msign*sign > 0.:\n",
    "                    leftt = midt\n",
    "                    sim.dt = 0.3*olddt\n",
    "                else:\n",
    "                    rightt = midt\n",
    "                    sim.dt = -0.3*olddt\n",
    "            # Hyper surface found up to precision of dt_epsilon.\n",
    "            # Calculate orbital elements\n",
    "            o = sim.orbits()\n",
    "            # Check if we cross hypersurface in one direction or the other.\n",
    "            if o[1].d<o[1].a:\n",
    "                # Calculate resonant angle phi and its time derivative \n",
    "                tp = np.pi*2.\n",
    "                phi = mod2pi(o[0].l-2.*o[1].l+o[1].omega+o[1].Omega)\n",
    "                phid = (tp/o[0].P-2.*tp/o[1].P)/(tp/o[0].P)\n",
    "                # Store value for map\n",
    "                poincare_map[N_points] = [phi,phid]\n",
    "                N_points += 1\n",
    "            sim.dt = olddt\n",
    "            sim.integrate(oldt+dt)\n",
    "        sign = nsign\n",
    "    # Rerun to calculate Megno\n",
    "    sim = rebound.Simulation(\"resonant_system.bin\")\n",
    "    vx = 0.97+0.06*(float(i)/float(Nsim))\n",
    "    sim.particles[2].vx *= vx\n",
    "    sim.t = 0.            # reset time to 0\n",
    "    sim.init_megno()      # adds variational particles and initialized MEGNO\n",
    "    sim.integrate(15000.)\n",
    "    return (poincare_map, sim.megno(),vx)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "For this example we'll run 10 initial conditions. Some of them will be in resonance, some other won't be. We will use the multiprocess module to run the simulations in parallel. If the following line throws you an ImportError, install the module with `pip install multiprocess`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-24T21:21:18.691487Z",
     "start_time": "2023-09-24T21:21:18.684745Z"
    }
   },
   "outputs": [],
   "source": [
    "from multiprocess import Pool"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-24T21:21:26.513050Z",
     "start_time": "2023-09-24T21:21:18.692672Z"
    }
   },
   "outputs": [],
   "source": [
    "Nsim = 10\n",
    "with Pool() as pool:\n",
    "    res = pool.map(runone,range(Nsim))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we can finally plot the Poincare Map. We color the points by the MEGNO value of the particular simulation. A value close to 2 corresponds to quasi-periodic orbits, a large value indicate chaotic motion."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-09-24T21:21:27.095090Z",
     "start_time": "2023-09-24T21:21:26.514418Z"
    }
   },
   "outputs": [
    {
     "data": {
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p/Q/ZyAjWsx4ffOhBj2TNDpLedKITq1gFQC1qcZjDKkeUuItcpAMd0KBhDWsoT3m1QxImJoQQFrAAF1zoTndlBgwhhOFMZjLTmY4XXqxnvdGKpQrTE0QQbrgRRhgAhzhEbWqrHJVIiAYNhSjEAx5ghRWnOU15yrOEJfSiFwD96Mdv/Jaq41emMmc4A0Bf+jKf+XqLPa1M+Xos9r1lvQ8WRnxr2kB4XQCT/Jl+iPRAER8UO+wkvZ1YfWhcd0bQgAZKAqUBDVSO5sM+4qNUTc0sRHL1oQ+rWQ3AG95IAVohjGDYu4cQaeWII+tZz2IWU4c6kjxJxyyx5AhHWMc6KlNZuSl2kpPKNqc4lerjl6SkkkCRIszCVEkCxcxo0PCGN2QjW5Lb7mUvrWiFBg3rWEdTmhohQvPQla6UpjShhFKTmmqHI4Sq7nAnwWUhhBAZQ9N3DzWEEkoEEfFmSBQJy0teBjFIZ11f+rKRjQQSyGAGf3D/hzzkGc+oStV4Q9cXshAvvMhGNilILkyW9JM2I8EEU5nKZCc77WiHlg+P3prHPEIIIZRQ5jLXSFEa3x3uMJax/Mu/Rm23IhUleSJM3lWu0pa2fMd3OoWU45rEJPKRj7KUTfLETQghhIh1ilPkJjfZyJaiaY2FrgpUwA8/gghSaqIk5AQnKE5xvPCiD33ivW6PPX3pK8kTlVhojTuFsYWZFgKRBIoZOcQhznEOgL/5O8lpTatTXVlOaFpeU6BBQz3qMZ7xtKAFxzimdkhCmJROdGIDG5jNbH7l1wS3+ZiPechDLnKRQhQycoRCCCEyqj/4gwAC0KAx6Zt9xmCJJbbYfnCb3exWat1sYYsxwhIi3ZEEihkpQxmle2NRiiY5fe5gBrOTnWxjG2MYY4wQjS6SSCWRpEXLQx6qHJEQpiVuT7eker0JIYQQKRG33orUXjG8FrTAiZhioZ3opHI04n3G7H0S+88cSQ0UM5KPfJznPGc5Sz3qJZllBmhEIyNEph477JjNbCYzmSpUoQ1t1A5JCJOykpWMZjT5yMe3fKt2OEIIIUxIe9pTgAL4409jGqsdTroU20MnK1nTfKxylOMe93jJS4pRTA/RCZHxyDTGRmDK02YJIYQQQggh0p9d7KIVrYgiipWs/GB9E334gz/4hm8oQAF2spM85DFoeylhytdjse/N9Q5YOhqvXU0QvCxsftMYyxAeIYQQQggTdZnLTGc6l7msdihCCCNbylLCCCOKKBaz2ODtjWQkwQRzmcssYYnB2xO6ZAiPcUgCRQghMjgNZvoNJoT4oOc8pyY1+YEfqElNnvNc7ZCEEEb0MR8ry/WoZ/D2SlEqwWUhTIkkUIQQIgNbwxoykQl33LnGNbXDEUKkI095SiCBAAQSyFOeqhyR+TrCEUpRitrUTnIWRCH05Su+4hjHOMhBRjLS4O2tZz1zmct2tktdQRVIDxTjkASKkfnjTze60YEOPOGJ2uEIITK4n/mZcMLxwYeFLFQ7HCFEOlKOcnSnO5nJTHe6U45yaodktrzx5hrXOMIRpjFN7XCEGfHCizrUMUpbTjjRn/5S0FeYNEmgGNlIRvInf7KWtUaZkeIBD6hABfKTnz3sMXh7QgjjqkCFBJeFeYoiijOc4RWv1A5FpAMWWLCUpQQTzFKWYoGF2iGZLXfcE1wWQgh9kR4oxiHTGBtZ3JMXY5zIzGQm5zkPwDCG0YAGBm9TCGE8i1lMferjhpvJTzsuktaMZuxiF264cYYzeOChdkhCCGAZy5jFLFxxpR/91A5HCCFEKkkCxch+4ifC3z2mMtXg7RWiUILLwnz54ssEJuCCC6MYhQMOaock0sAWWzrTWe0wRDoQRBC72AXEFA89whG+5EuVoxJCAGQlK+MYp3YYRveGN/zFX5SgBLWprXY4QgiRZpJAMbJsZGMpS43W3rd8ixNOvOQlX/O10doV6VdvevMv/wJgiSUTmKByREIIfXDEkcY0Zgc7yElOuVgRQqiuKU05xjEssGAve3VmhRFC6JfRh9XIEB5hiiywoDvd1Q5DpCOxMzK8vyyEyPi2sIXLXMYTT7KSVe1whBBm7iIXAdCi5RKXJIEihMjwpIisEGbmN36jHvVoTWtGMUrtcIQQemSNNeUpL8kTIYSOTWyiFrXwxhuNEW8bT2QiNthQlrJ0pKPR2hXCHEkRWeOw0Gq1WrWDMHWBgYE4OzsTEBCAk5OT2uEIIYQQQggzEUUUjjgSRhgA61jHZ3xmtPa1aGUGKKE6U74ei31v+S6BpaPx2tUEwaOymOTP9EOkB4oQQgghhBAmyhJLnYLxmcls1PYleSKEMCWSQBEiAU95yt/8jQ8+aocihFE94xk1qUkBCrCd7WqHI4QQIo0ssWQ72+lMZ37lVxrTWO2QhBAGIEN4jEOKyArxnle8oiIV8cOPPOThGtdwxlntsIQwijnM4T/+A2AQg2hCE5UjEkIIkVbV3j2EEEKkjSRQhHjPXe7ihx8APvhwn/uUo5y6QQlhJJ54JrgshBBCCCHSL5nG2DhkCI8Q7ylHOT7hEwAa0YjSlFY5IiGMpze9WcpSJjCBNaxROxyRji1gAbWoxTSmqR2KEEIIIYRRSA8UId5jgw172csb3uCCS5qPF0EExzhGEYrgjnvaAxTCgCywoDvd1Q5DpHMPeUg/+qFFy1GO0oAG0lNPCCEyuGc8IzvZscVW7VBEKlhojdsDxVzn8pUeKEIkQh/JE4CWtKQe9ShJSW5yUy/HFEIINdlii/W7ezCWWGKPvcoRCSGESIte9CIPeShBCXzxVTscIdItSaAIYUBRRLGTnQAEEsgRjqgckRBCpF1ucrOBDXSiE6tZTXGKqx2SEEKIVAonnCUsAeAe99jFLpUjEiL9kiE8QhiQNdZ0ohMrWUluctOQhmqHJIQQetHs3UMIIUTGZocd1anOMY6RiUxUoYraIYlUMHYRWa0UkRWGlp/8LGCB2mEII1vOcm69e+Qjn9rhCCGEEEIIoWMPe9jKVi5zmRKUUDscIdItSaAY0Rve4I232mEII7PAgiIUIQtZ1A5FCCGEEEKIeDKRiWY0oyAF1Q5FpFJsDxRj/jNHkkAxsmIUUzsEIYTQi1WsogtdZKy0EEIIIYQwC5JAMaLxjJcLDSGESbjIRTrTmRWsoCUt8cdf7ZCESHce8Yjf+I2LXFQ7FCGMJpxwbnCDCCLUDkUIIfROisga0UAG4oST2mEIIUSaveUtWrQARBIpJ8pCvCeMMKpTnac8xR57rnCFQhRK9v7++LOf/VSmMp54Gi5QIfQolFBqUIPznKcSlTjCEZnmXAgjkSKyxiE9UITIYO5xj2McUy5ehVCDF15MYAI1qMEiFpGb3GqHJES64o8/T3kKxCRTbnM72ftGEIEXXnzBF5SjHE94YqgwhdCrK1zhPOcBOMMZrnNd5YhEevOKV1zgAhrM9OpbZHiSQBEiAznEIYpTnBrUYAAD1A5HAEEEEUmk2mGoYhSjOMpRetLT6G0HE0x/+tOe9tzjntHbFyIp7rjTn/5YY00jGlGPesne1w8/JeESQABXuGKoMIXQq+IUV3paFaEIRSmqckQiPbnHPYpSlPKUpx3t1A7H5EgRWeOQBIoQGchudisX6//yr8rRiOlMxxln8pOfW9xSOxyzMolJzGMef/EXveildjhCJGguc4kkkp3sxA67ZO+Xl7x8zucAVKIStaj1we2vc53CFMYVV3awI00xC5EWjjhylrMc5CBnOENmMqsdkkhH9rFPqZn2D/8QTbTKEQmRcpJAESIDaU1rHHEEoCtdVY5GzGQmWrQ84xlrWKN2OGYlbtdf6QYsTI0FFvzN3/jjz0lOJnkROpvZ3OUu/vgzlrFGilJdgQSqHYJIhDPO1KGO1P0T8dSjHtnIBkArWmGFlcoRmRbpgWIckkARIgOpRCUe8IA73GE849UOx+zVoAYAllhSjWoqR2NehjOcXvSiDW1YzGK1wxEpEEooU5nKLGZJ8eEkZCMblsk4VStJyQSXTVE00bSgBc448zEfm93v0N/8TR7yUIMavOCF2uEIkSKFKcxNbnKa06xjndrhCJEqFlqtVipRGlhgYCDOzs4EBATg5CTZeCGM7Ra3mM98ylKW7nTX23EjiOBf/iU/+alIRb0dVwhT1pe+LGQhAEMZymQmqxyRafiLv3jDG7rRLUXDhTKaK1yhDGWU5//xH9WprmJEyRdGGItZTBay0JWuyUqOvS8veZXixBOZyEhG6jtMIUySKV+Pxb63MkfAKovx2o0Ohsu1MMmf6YfINMZCCJPXiEY84AEArrjSnOZ6Oa4ttrShjV6OJYS5eMhDZfkRj1SMxLSYS0HGfOTDHXee8hRXXClCEbVDSrYBDGAJSwDwxZfhDE/xMQpSUEmgpGRabCGE6ZNpjI1DEihCCL06yUmucpW2tMUZZ7XDAdDp5vyc5ypGIoT4iZ94xCNssWU0o9UOR2QwTjhxilMc4hA1qEEOcqgdUrLFLTae2sLjG9nIIhZRkIJmkzQTQoj0RIbwGIEpdxkTIq7/+I/a1EaDhipU4SQn1Q4JiBkzPp7xlKUsS1mKPfZqhySEEMLMHOIQnehEFrKwgQ2UoITaIQlhNkz5eiz2vZU/YPwhPOfryRAeIYRItYtcVGZEOc95laP5vy/ePYT4kAgi+IEfuMMdxjKWKlRROyQhhAmpQx0e81jtMIQQQqSBzMIjhNCbz/mc0pTGEkvGMEbtcIRIkcUs5ld+ZTvbaU97tcMRQgghhBDpjPRAEULoTQ5ycJnLRBGFtXy8iAwm7u9sevj9jSCCZSzDHns60zlVM3YIIYQQpm4mM5nGNLzwYg1rTHomsg+RIrLGof4ZohDC5KSHi08hUqonPXnIQ25zO11MDTqIQcxjHgBPeJIuYhJCCCHSk7e8ZTCD0aJlIxvZzGYZti0MSq5yhBBCCGISfz/zs9phKK5zPcFlIYQQQsSww4485OEpT7HAAk881Q5JNRZa4/ZA0ZjpVDSSQBFCCCHSobGM5QY3cMCBIQxROxwhhBAi3bHCioMcZBWrqEY1KQAvDE4SKEIIIUQ6VIc6+OCjdhhCCGHWwgjjHvcoQhFssFE7HJGAwhRmLGPVDkOYCalIJ4QQGZwvvlSjGrnJzXrWqx2OEEIIYRKCCKIiFSlFKepQh0gi1Q5JiETFFpE15j9zJAkUIYTI4BawgJOcxBdfBjNY7XCEEEIIk3COc1zjGgDHOc497qkckRBCbTKER5gUDRpCCMERR7VDEcJoClM4wWUhhBBCpF5ZypKf/DzkIWUoY9YFSkX6Z+xeIdIDxYT89ttveHp6Ym9vT9WqVTl16tQHt1+3bh3FixfH3t6eMmXKsH37dp3Xg4ODGTBgAHnz5sXBwYGSJUuyYMECQ74FkQoveUkpSuGEE9/xndrhCGE0nejEWtYyhSmsY53a4RjdQAaSi1z0p7/aoQghkkGL4aZu0KDhGc+IJtpgbQjzkZWsnOc8hznMMY5hh53aIQmRYU2aNInKlSvj6OiIm5sbrVq14ubNm0nuN2vWLIoVK4aDgwMeHh4MGjSIsLAwI0ScMJNLoPz11194e3szduxYzp07x0cffUSjRo14/vx5gtsfO3aMDh060LNnT86fP0+rVq1o1aoVV65cUbbx9vZm586drFy5kuvXr/Pdd98xYMAAtmzZYqy3JZJhK1u5wQ0AZjObCCJUjkgI42lHO4YwhKxkTfY+D3nIec4bMCrDu8IVfuVX/PBjHvM4xzm1QxJCJCKaaD7jM2ywoROd9J5IiSaapjQlD3nwwou3vNXr8YV5ykpWalGLLGRROxQhPii910A5dOgQ/fv358SJE+zZs4fIyEgaNmxISEhIovusXr2aYcOGMXbsWK5fv86SJUv466+/GDFiRBp/WqlnodVqTWoG56pVq1K5cmXmzp0LgEajwcPDg2+++YZhw4bF275du3aEhITw77//KuuqVatGuXLllF4mpUuXpl27dowePVrZpmLFijRu3JiJEycmGVNgYCDOzs4EBATg5OSU1reoF1q0WGChdhh6dYlLVKEK4YRTiUqc5rTaIQlhEA95SGta84IXLGYxn/Jpio+xj300pjGRRDKMYUxikgEiNTw//ChEIUIIIROZuM1t8pBH7bCEMBnTmc55zjOQgWmeHvQUp6hKVeX5JS5RhjJpDVFxi1sUo5jy/CAHqUMdvR1fCJFxpcfrMX2JfW/Vt4N1ZuO1GxUCx5qQ6p/pixcvcHNz49ChQ9SuXTvBbQYMGMD169fZt2+fsu7777/n5MmTHD16NNWxp4VJ9UCJiIjg7Nmz1K9fX1lnaWlJ/fr1OX78eIL7HD9+XGd7gEaNGulsX716dbZs2cLTp0/RarUcOHCAW7du0bBhwwSPGR4eTmBgoM6/9OIiF8lDHhxxZDOb1Q5Hr8pSlnOcYy1r2ce+pHcQIoOaxSzOc54nPGEY8RPDybGNbcpsAhvZqM/wjConOTnEIcYxjgMckOSJEHq0kY38wA+sZjVNaZrm4+UnP844A5CNbLjjnuZjxuWBh1IHyg03SlJSr8cXwhxc5CL/8A9hqDdEQmQs71/3hoeHJ2u/gIAAALJly5boNtWrV+fs2bNKSY579+6xfft2mjRpkvbAU8mkisi+fPmS6OhocubMqbM+Z86c3LhxI8F9fH19E9ze19dXeT5nzhz69OlD3rx5sba2xtLSksWLFyeaKZs0aRLjxo1L47sxjLnM5RnPAPiZn2lJS5Uj0q+S7x5CmDJ9FI1tRSvmM58wwmhPe32FpoqK7x5CCP2KewEVTni83qv++DOXueQlLz3okWTP1pzk5AQn2M9+GtCAbCR+0pwaDjhwkpP8x39UohI5yKHX4wvDiiKKq1zFE08l0SaM6yhHqUtdoommMY3ZzvakdxLphlpFZD08PHTWjx07lh9//PGD+2o0Gr777jtq1KhB6dKlE93uyy+/5OXLl9SsWROtVktUVBR9+/ZVdQiPSSVQDGXOnDmcOHGCLVu2kD9/fg4fPkz//v3JkydPvN4rAMOHD8fb21t5HhgYGO8XSy3lKZ/gspp2s5uudMUFFzazmaIUVTskIdK1fvTDEUee85y+9E3VMWpTm3vcI4AAilNczxEKkTLBBPOWt7jhpnYoIo4v+ILTnOY85xnK0HgJkva0Zy97gZjirb3pneQxi797GEo2stGc5gY7/of440872vGAB8xiFs1opkocGVVzmrOTneQhD6c5LT0KU2EhC1nGMhrRiHGk/GbuCU4oBZj/4z99hydM1OPHj3WG8NjZJV1suX///ly5ciXJYTgHDx7k559/Zt68eVStWpU7d+4wcOBAJkyYoFNew5hMKoHi6uqKlZUVfn5+Ouv9/PzIlStXgvvkypXrg9uHhoYyYsQINm7cSNOmMd1Xy5Yty4ULF5g+fXqCCRQ7O7tk/eKooR/98MCDAALSzV3n0YzG991jJjNZgMxwJMSHWGBBF7qk+Ti53z30yRdfnvCEilQ0uTpLwjDOcIb61CeAAGYwA2+8k95JGIUVVsxkZqKvP+KRsvyQhwaNRYMGH3zISU5ssDFoW6k1n/nKEOIBDJAESgoEEMBOdgLggw9HOEI72qkcVcbyjGd8zddo0XKSkzSiEdWpnqJjfM7n/MqvPOaxfBZnQGr1QHFyckpRDZQBAwbw77//cvjwYfLmzfvBbUePHk3nzp3p1asXAGXKlCEkJIQ+ffowcuRILC2NX5HEpGqg2NraUrFiRZ0iMxqNhn379uHl5ZXgPl5eXjrbA+zZs0fZPjIyksjIyHj/OVZWVmg0GXPy6+Y0pxOdsE4n+bO4Bd/iLgvDu8Y1mtKUrnQlgAC1wxEZ3GUuU5SiVKYy3eimdjgig1jDGuXzRxLoGcssZlGQgtSmNt/wjcHaiZ1dxwMPqlCFYIL1evwTnOAMZ9J8HA88ElwWSXPGmU/4BIipX1ODGipHlPHYYqtMs2yBRapmDcpPfqV36ljG6jtEYea0Wi0DBgxg48aN7N+/nwIFCiS5z9u3bxO8Do89nhrSxxW0Hnl7e9O1a1cqVapElSpVmDVrFiEhIXTv3h2ALl264O7uzqRJMTNODBw4kDp16jBjxgyaNm3K2rVrOXPmDIsWLQJiMmp16tThhx9+wMHBgfz583Po0CGWL1/OzJmJ35URybeQhVShCi640JGOaoejdz74MIQh2GHHNKalesz3ec5zmMM0pzkFKaiX2PrQR+mimYc8GXYmFpEyD3jAalZTmco0oIHejrub3QQRBMA//MOf/Km3YwvTVY96zGIWGjTKBZTIGBrTmLvcNXg7D3mo9E64wAVOcIL6xO8BnBozmcn3fA/E9CBJ7bBIgK50JZpoHvCA/vTXS3zmZAc7OM95ClNY7/VxzEF2srOVraxmNQ1pSFnKpuo41ljjhGnNUiPSh/79+7N69Wo2b96Mo6OjUnPU2dkZBwcHIP61evPmzZk5cybly5dXhvCMHj2a5s2bK4kUYzO5BEq7du148eIFY8aMwdfXl3LlyrFz506lUOyjR490sljVq1dn9erVjBo1ihEjRlCkSBE2bdqkU8xm7dq1DB8+nI4dO/Lq1Svy58/PTz/9RN++qf+SFf/ngAMDGKB2GAbzDd+wgQ1AzN2B+cxP8THuc58a1CCUUCYxibvcJTNpn6fMFltlOfauhTBtGjTUoQ6PeIQllhzneJqnJo31KZ8ygQnpaoigSP+a0YzznMcPP71dFAvT4o47xSnODW7ghptepz7exS5leTe705RAAehBj7SGZLassMId9xQVkA0llCUsUW7CmfvQ0frvHsI8qTWEJ7nmz4+5Bqpbt67O+mXLltGtWzcg/rX6qFGjsLCwYNSoUTx9+pQcOXLQvHlzfvrpp7SEniYWWrX6vpgRU553XCStDW2UaWK/4qtUdVHfy16dngIPeEB+8qc5tgc8YAxjcMWViUwkE5mSva8ffvSmNwEEMJe5ej2hFYYTSiiZyYyWmI/+NazRa7LjJS/xwYcylDH7E1khhP684Q3HOEZ5yuu1dtNa1tKZzlhiyd/8bXKzE2YUkUTSiEYc4ABeeLGf/dhjn+R+XenKcpYDMb2JBjHI0KGKDMqUr8di31vdTWCd9vuryRYVAgdbYZI/0w8xqRooQqRHs5lNO9rRhS78ROqypXWoQwtaYIcd/emvl+QJgCeeLGc5M5mZouQJwEQmspWtHOawQce+m6tggtnLXvzwS3rjFHDAgalMJQc5aE5zWtFKr8d3xZWylJXkiTCKU5yiIQ35iq90ptwVpscFF5rQhD3sYRCDuMGNeNvc5z7taU9f+hJIYLKO2572+Lx7SPJEPTe4wQEOAHCc45znfLL2u8nNBJeFMEexPVCM+c8cmdwQHiHSGw88WMta/PHnJ34iC1kYznAccEj2MWywYTObDRhlyrngkuCySLsooqhDHc5xjhzk4AIXkj2d41nO8id/UpOafMEXCW4z+N1DCEOIIgp//HHDzeCJtM505ha3AChKUaWWhUj/3vKW3/mdrGSlE52S9buyk510pSsAq1nNAQ7wO7+Ti1x4481XfMUe9gDghBNTmZqsWHKQI/VvROhFgXeP+9wnD3mSPdX1BCbQhS644CKzxgghjEISKEIYydd8zTrWATFdVTN6wdaRjMQCCwIIYCQj1Q5Hb6Yznf3spxe9aEMbvRwzmGC2sIWSlKQc5XReW8MaBjGIghRkM5vJQQ6e85xznAPgBS84y1mdBEoYYTzjGZ54KhcdWrQsZjHf8R2hhDKHOVznOmMYo2wTQggd6MBlLjOe8XSmc5rf2xOe0IxmPOIR85gntU/MXCCB1KIWl7jEZ3zG3/xt0CRK3NpNyenuL9KP3vRmNasBeMUrBjIw0W0jiWQ967nIRWXdc55TjnJEEgnEDEmNHZoIMTP3XOUq+ciHI44GehdCX7KQhVOc4gQnqExlspI1Wfs1oAHPeGaQmA5zmO1spwUtUjwdsBBqSO81UEyFDOERwkhe8SrBZbXF1i/5ju90Tj6TYo894xnPbGbjhpsBIzSeIxzhB35gBzvoQAfe8EYvx21MYzrSkfKUxx13TnFKec0bb/zw4zjH+Z3fAchNbprQBIiZ2rsmNZXtX/KS0pSmIAX5jM+U9fOYx1d8RSihyrof+ZHpTFeer2QlW9nKAx6kuVBirIUs5CIXec1rhjNcL8cUGdchDnGJSwCsZz2++Bq0vb/4i450ZBSj+IqvDNqW0I997GMoQ5UkMaD0IkpMT3ryJV8yhSlUpaqyPjZ5AjEz6LSiFZ/xGb3oxXWuU5rSlKAEPvgkeuy3vE3DuxH65IorzWhGTnKqHQqPeERDGjKFKTSggcE/y4QQGYf0QBHCSGYxi6/5mixkYSxjU32cC1xgNrMpS9k0F0t7wQu+5Vu0aLnCFZrT3KynEbWMk1O2ePdIrs1sJphg3HGnHOV0hjWd5KSy7IMPwxnOPvYBUJjCyolZYQorbccmOtxx17nLfoADyrShG9jAK16RjWzc536CcZ3hDMMZTlGK4oGHsj4f+ZL93j6kBCWU5eR2uRamK/Z3/w1vKEUpXHE1aHslKMFKVhq0DZE6b3nLKlbhjjvlKU844UQTTWMaE0kkDjjghhs5yJHkd9lpTivLNahBNrKxgx3kIAcBBBBBBACPecw61hFEkDIN61OecpCDfMmXyjHCCecTPuE0p4kggupUZy97UzS0Vpi2l7wknHAg5nf5Na/JRS6VoxJCpAeSQBHCSEpTmiMcSfNxmtJUuZvmgYdOL4SUsseeLGQhiCAssCA72dMcn7GEE44llthgo7dj1qAGs5nNfvbTk56JTqWoRcsznpGDHNhgw0/8xChGKa8XpCDnOa+cwA9lKBOZqLz+mtfK8iY28Tu/U4hCOv+XllhSkILx2q5CFbKSlde8pgpVlETNQAYym9lEEQVAZjKTk5xc5CJ/8zcQc7d+LWu5zGV60zuVPyVdX/IlDjjwiEd0p7tejikyLg88uMhFLnCB2tTW69+nyFg60UmZgc4KKzRoaEtbpddIKKFc4UqCn3PvG8pQ+tCH7GSnJz0pSlGuc5385Odv/uZrvsYNN+UzyBFH6lGPAxwgO9mpQQ2d43njzX/8pzw/xjEOcQh77BnHOIpTnNnMxhZbff04RAZTgQp4481GNtKe9jo3C4RIryy0xh1WY2Gmc/nKNMZGYMrTZgnjc8GFAAIAWMYyutEtTcc7wQlWsYp61NNbzQ9D+4d/6EhH7LFnBzvwwstobWvRUolKnOMcRSjCaU7TjW5sYpPOdsc5TjWqKc+b0IQd7ABiZmb6lm9THcNTnnKNa9Sghs7sSWMZy3jGk53sHOIQpSiFG2684AUQM8VjP/oxlakc4YiSpBnDGLmzJoTQmyiiKErRRHvGWWHFSEYyjnHJPmYkkVhjnWDPwIReiyCC05ymCEXiDTP9mq9ZwALleWYyc41rVKOaUk+jCU3YxrZkxyfSv0c8IgtZyEY2tUMRKjDl67HY99ZgHdikbFLNNIl8C3s+N79pjCWBYgSm/AcrjG8HO/iJnyhLWX7lV6zNsCNZLWpxlKMAdKELf/Kn0dqexSyd7uZb2IIjjrSkJcEEo0FDOcrxH//pJDcCCWQe85S7pIYqrOmDD844k5nMAGxkI0MZSjGKsZrVfM/3LGaxzj41qckylilDiIQwFi1ahjOcAxygP/3pQhe1Q0pUNNEsZzkQ87ljhZXKEaU/4xnPAhYQQgiBBGKFFa648oIXaNC9LRpAgNJLz9gCCKAFLbjNbRrTmGEMowhFyEMenYKkj3lMXvKqEmN6F0QQDjhkmHOQyUxmOMPJQhZ2s9uoN15E+mDK12Ox763RX8ZPoOxqZ34JFCkiq4KTnNTpOipESjSmMUc5yjzmZZgTF32L27Mj7rIxnOWszvNSlKIudXnFK4IJ5jrXOcEJneQJxEypOYxh9KCHQWclyUMeJXkC0JrW3OIWW9mKI45c53q8fY5ylOIU51/+NVhcQiRkL3uZwhROcYoe9NBb4WZDGM1oerx7jGCE2uHoxROeUJGK5CKXMtwmNQIIoDe9GctYnvGMQAKBmKTTPe5xjWuc5CRtaENOcjKZyaolTwCcceYQh/DBhyUsoQhFAFjAAuXzOStZ4w3j3M9+spKV7GRP8DwuiigWspA5zFHqZ6QXEUTwBV/gjjszmZmmY01lKk44kZ/83OGOniI0rGUsA2JmxYudEVFkfBo0+OBDNNFqhyLMiCRQjGwBC6hGNWpSk6lM1dtxL3CBlaxUTlqEafuP/yhCEcpTPsOcvOjTVKayiU3sYQ9f83WqjuGLL+tYx1Oexnvtb/7mZ35Whr7ENYpRSlHX8pRXxu9bYYUDDhSnuE7R1/RmLGNxxhkbbHQSOdFEs53tKkYmzFHc6WUdcEjXNVPiJh+vcU3FSPRnHvM4xzn88GMoQ1N9nCEMUWYRi6sylclEJopRjCpU4R/+wRffNLVlSC1owQEOMJaxHOKQzu/nZjbTnOa84Q2veEVLWsbbfzzj6UtfvuVbvPE2ZuhJ2spW1rEOH3wYzGCCCU71sWYwA4jp8biWtfoK0aAa0xiI+a5uSEOVoxH6EE00zWiGO+5UpSohhKgdkjATkkAxsr3sTXA5Lc5whspUpjOdqU99vRxTqG8oQ8lFLrrRjSc80XltOMO5wx0ucIHJTFYpQuO6y13mM5/rXMcCC1rSMtW/74EEUpnKfMEXVKAC/vgrr61jHe1ox0hG0prW8fYtRjH88ecud+P1RskI6lOfN7zhIhd1pq22xRYvvLjCFRWjE+amGtX4gz/oQQ+2s12n91R6M4xhuONOHvKYTA+UohRNcDmlEroYX85y9rM/1cdUSx3q8CM/UoYyOuu70U1nymN//HWmjYeYmmKxbnPbsIGmUD7yKUnzXOTCHvtUHyu2KK8llkbvBfqYx7SjHd3opvPdnZRZzOIoR7nKVT7lU73E4o8/s5jFLnbp5XgiZe5zX6ktd5aznOKUyhGpz1Jj/H/myDz7/6uoG934l3+JJpqe9NTLMc9zXpl54yxn0aDRmY5VZDwHOKD0UPrz3aMb3ZQuqAUooMzoU4ACqsVpLG94QzWq8ZKXOOHEDW6Qm9wpPk4wwcxmNgEEKEmp5zznKlepTW0AZYrg95fjykzmZM0ckZ554kklKnGZy9SjHkEEKfUnpjCFIQxROUJhLrq+e6R3VakaL5md0XWjGw448JSn9KJXqo8zjGHsZjcveQmAK660p3267lGUUtnJrjPELPZnF+sQh5Tp6e2xZzzjjR3iB1WmMtvZzglO8CVfpmkI8FrWspWteOJJRSrqLcYnPGEMY3DBhQlMUBKqt7jFH/xBFaqwjGVsYQsAmcjEPOYl69h72ctb3lKd6nqLtwlNlIv2neykEY30dmyRtLzkJRe58MUXiKlJV496KkclzIFcZRtZM5rxjGf44ks72unlmK1prUyvNpShkjxJZ65ylUIUIic5E+11FLcnAJDgiewf/MFVrvIxH/OIRwxjGPOZzzCGEU44e9jDSEaykpUGeR9q8sFHOTEPJDDRmR1i3eY2DWhAM5rxlKec4QztaEdNajKKUUxjmk4C5ld+VZZ705ta1CI3uZnFLIO8n/RgPOM5wxnCCecJT3TG8//FXypGJoQwpna0wxvvVNckOcMZalCDl7ykAQ3wxptznDOp5AnAdrYzgAHMZS7PeKbc0IgVewMLwBrrRHtm/M7vVKayKr2YPuVTfuRHpbdRMMH44JPi49hiS1vapjl5Ek00t7lNGGFAzPfvMpbxC7+Qnex8xEc84hH1qMckJtGa1rzmtbJ/cs935zGPBjSgJS0THD52kIPMYpZyIZ5ccYf1JVRfTBiWPfY6CZOTnFQxmvRBeqAYh/RAUUFWsur1eK64co1rhBGWpi6ZwjBmMIN73APgR36MN+ykL335nd9pSEM2sQlbbBP8Eq9BDUYzmgMcAGK64E5iEoc5zKd8qtOV+E/+xBFHJjCBUpQy4LszjhKUoBOdWM1qWtCCqlT94PaDGKQkq0Yzml3sineS6IabMtvCGc4o67OTncMc1vM7SH/i3kl9v9jhPe7Rkpa0ohXd6W7kyGIEE8zv/I4bbnzJl6rEIISIcZe7fM7nBBHEMpZRk5pATAHHdawjiCAgJnm9m91qhmowRSnKHOYk+np72jOf+dzlLiMZmeA2L3jBV3yFBg1nOENDGlKXunqJ7zGP0aAhP/mTtf01rlGb2vjjz2hGG7XHzFveco1rDGMY+9iHE07xZjsKJ5xLXKIhDXXOidrTnnzkwx57JjAh0TYOc5i/+ZuGNOQ4x5X1C1nIClbgiiub2MRznvMJn6BBw0IWpigRMpWpDGEIJShBZzqn4CeQsJOcZA97aEELylI2zcczB33ow2Y2E044feijdjjCTEhXBRMiyRP1veUt7WhHGcqwiU0ASu8ggJKU1Nn+IQ9ZyEKiiWYHOzjEIQAWsUinFoAXXuxhD9nIpqyLXf6e7+ONw97LXjayMd1MCeqDD+c4l+jrkUTSl75UoUqCUxJbYMEKVhBFFBvZmOT0oXHvpDrhRAQRynN33KlCFWYwA3fcscIq3RY0NKQxjKExjalFLf7mb5rRTHntDW/YwhZ60pMb3FAlvm50YxCD6EhHFrBAlRiEEDGmMIXznOcOd+hMZ97yltOcxg03fuVX5TO5CU1UjlQ9ecij9KYYxrAEt7HDThn2Y4GFznfVEY7wO78nORnALW6xm93K0G2I+f/JT34KUCBez5jErGe9UkNkIQuTtY8+hBBCRSpSmcrKkKdAArnGNe5yl8Y01ukhepObaNCQhzy0ox296MVKVvI7vyd6Q9IffxrTmN/4jTa00Rm2E0ggvvhyhStMYhI3uKH0HLrFLZ2fa1L60pdAAjnJSbKTPTU/DsVDHlKXuoxmNLWpzStepel45qIudfHFl+c8pxvd1A5HddIDxTikB4oQqRBBBBvYQHayU5zieOABxAyz+Zu/AehBD1rRisEMxh13ggiKdzc/BznIQx588CETmZSpFDvSkbKUpSMd0aJlAQtwwIEZzCA72bHEUrnDVYhCSg8KCyx0hgNZYMEb3rCSlRSmsN4KpyXXa17zEz8xl7mEE85XfMUCFhBGGOMZzwteMIQhNKMZt7gFxPzcWtISF1ziHS+50//OYQ45yIEddoxhDK1oxc/8TBnKMJWpysn+Yx4TQUS6njXHUHKTW2fWneUspwENuMAFNGiU36P3h5ed4ATPeU5TmiaZyEqLm9xUlmN/N4QQ/6dFy+/8znOe05/+CX5mpuXY+9mPCy5UpCKeeCqvPeABAxhAFFHKBXglKvELvyjFRc2ZLbaJvuaEE9vYxgpW8AmfUIEKAOxjHw1ogBYtK1nJQQ4muP/P/MxoRqNBw2d8xjrWEUAAoxmtfFaPYhSf8An5yEcwwUQSyV72UpziOONMP/phhx2d6YwNNkQSSQMa6O39P+EJjjjGmwI61lWuJpqYd8WV7WwnkEBmM5uxjFXe12Y2U4lKyYrh7bsHxAwTKk5xcpITP/x0zpMOc5hf+IU/+IMznKEOdTjL2SR7uRqCDz7KUKYAAnjJS52bZiJxcWfLEsIYLLRarTbpzURaBAYG4uzsTEBAAE5OCY8x3slOOtCBTGTiX/6lPOXT1GYUUVzgAgUpKB/ABvAlX7KGNcrzPvRhIQtZz3o+53MgZraW5Ny9f8hDtrOdmtSMV/U/OYIIYjazCSGEkpRUep1YYskxjtGSlvjhB8QU2GpO8xS3kRxatPESHJWprDM8xg478pCH/ORXThArUlFnNhsbbOhIR3rQg1rUMkisInFatKxgBX/xF61oRW96K6/F/f3uTW8WschgcWxjGz3pSU5yspnNOhdwQoiY2k0DGQjETL+7mc16O/ZgBjODGVhgwRrW0JCGuOKq3KmvTGU60Ulp/zu+4xd+0Vv75mYGMxjMYCAmyRJAQLxtfPHFHXfl/yALWQgiiMc8Jh/5dLYtT3kGMpAe9ABihlpZY00BCiizA7WgBVOZyiMe8TEf6yUh/hM/MYpROOPMfvYrCaJYz3mOBg2eeOoMHf2Jn/DFl7701emp+yd/soIVNKYx3/N9imKZwQz+5E8a05gpTOEWt9jABq5whVWsAqAgBbnLXYIJpgAFeMlL7LBTatcZkxYtvejFVrbSmc7KVNFCf5JzPZZRxb635ivAJpPx2o18C1s7Y5I/0w+RBIoRJOcPtja1lVlVutAlwWEMKdGYxuxkJ264cZrT8b5czcl97vMVXwGwgAV6mT2lMIXjzdDylKfkIQ+LWcw1rtGf/hSmcJrbSgktWoYznPWsxx57ilOcf/hHef1nfiaccM5zHm+8qUMdnf2vc5297KUhDSlGsWS1+ZjH1Kc+D3jAbGbTl77Ka9ZYE030B/evRCV88eUJT8hEJuWuUWYy44NPqgsbCv0bxCClsG5BCnKTm2mayUEIkXrf8z0zmQnAR3zEBS4or73mNb746gwhTYkKVOA854GYYQrjGU8ucikX77/xG/3oxza2EUIIn/GZFLBPA198+YRPuMUtpjKVQQxKcJu4CZSudOUP/gBiioLPYIYy/Cf3u8f7Q2etsVaGqJSmNJe5nOqY17KW0YymNKVZxSoykQlPPHnIQwB+4AdlNkGA2cxmEIOU+mw/8AMRRNCEJmxjW6rjSCk//Picz3nMY+Ywh2Y04yEPdZL0+9jHx3ysPD/MYU5ykhzkoD7149VrERmDOSRQWv5p/ATK5q7ml0CRb7t0Im7Pg7QWjgommJ3sBGKy/bGJmeTawhZKUpLWtFYKw2VkwxnOnnePlNa62MIWetCDz/gMb7yVu0IJzXa0nvVAzJ35X/jF6MkTiBni0pjG3OUuV7mqkzxxwAFXXBnHOLawhVa00hme8ZzneOHFt3yLF17KrDeJec5zKlGJIhThFreIIIIf+VFnmyxkUZbf785riSW1qc0SlnCOc+xgh06vnlBC4xU3FerqSlelR9s97tGUpvGG+AghjGMQg/DCi4IU1LlbfYMbFKIQJSmZ6qKKfemLJZY44kgnOpGDHCxkIZWpzHCG049+ADSlKV/whSRP0igXubjKVcIJTzB5ErvNSlbSkIaMZ7ySPIGYmlZPeEIrWlGKUixmcYI3H+LW94jt8QIxN4C60pV+9EuyBkus3vTmDnfYxCaWs5yHPOQFL3SOeYUrtKIVAxjAfOajRUsggdzjHsEE84Qn/Mu/yWpPX3KSk8Mc5j73ldpf+cnP93yPCy60o53OzaWf+Zk61GEIQ+hOd8pTXud9CiHMj9w6TCdmM5sqVCEzmfmMz9J0rCxkoTGN2cEOcpKT2tRO0f696c1znnOd6yxhCd/xXZriUVvcC/eUjBG/yU3a0EanB0UwwSxiEb3pTRe6UItanOY0llgme2yuob0/rOIHfsAff4YxTOcO5fse8UhJEL3mNU1pShWqMJOZCU5HuZSlOkNvAMpRTll+zGNlLLgzztSnvk5CR4OG//iP4xznK75S6rMMYQj72Ecf+pCDHCl67+nFIx4RTrhS08ZUlKMc85mvTMG+m9285GWS/09atIQRphRPFEKkXV7ycoxj8dbvYIcy1esqVqVqqF0f+tCGNthjryTCe717mINnPMMJJ51i7saQVCKqw7tHrDe8oQ1tuMlNpjKVjWwE4CUvOcrRBI/xMR8zhSnKOYsGDf3oxxa2ADFDbZMzHMsdd6VWlTvujGOc0oM09r10oYvSk8kLL2V9Pephgw3uuCfZjrFMf/d4X+xwn1gveck2trGUpWQlK7/ze4Y9VxGmx9iFXc21iKzcMkgnrLGmK13TnDyJtYUtnOMc17muFDhNrlzkSnA5o5rGNAYzmO/5PsEvx7hOcQpPPClDGW5yM97wk7g9cuywYz/7WclKTnNap8q7mlxxVZYrU5mpTGUJSyhCET7jM0YzmmY0YxObdGqWVKAC7WmPDTY44MApTjGXuYlW9I/bNbwMZVjMYp0EyWY2K3dpAgggjDBWs5o+9FESC9FEM4ABnOCEst8UpnCGMxl2OrotbKEQhShKUWYzW+1w9K4mNZXPhZrUTHTmgV3sohSl+JiPKUABMpGJn/nZmKEKYZY+4RPlwr8lLVN9HFdcdXoRmosJTFBqdV3hitrhfNAylnGAA/jgw7d8q6y3evd4XzGKMZe5VKIS5zlPLnLhiCNPeKJsE0lkstreyU6GMpQVrKA5zXWSCFnJyihG6ZxjtKAFe9nLOc6l6ffS2L7kS53ntajFXOZyhCNsYYvOz10IYR6kBooRJDbmbg5zmM98PuZj5jBH54vmR35kClOoSlW2sc2od0Ee8pC5zKUoRXUKSBpLCCGsYQ2eeFKf+kZtOwc5lKErscOYNrKRaKIpQAEWsID85DdqTCn1hjcMZSghhDCZyakaq1uAAjzgARAzs1BXusbbZitb2cAGClKQb/gmXu+es5ylClWU8dq1qa1M07yJTbSmtbJtPeqxn/0pjjM96kpXlrMcgOpU5z/+Uzki/fPHn5vcpCIVE53BKO7vUCxHHHW6h4cSylSmKoUFy1BGGRoghEiZSCJpQxt2sIPmNGcIQ6hKVaVXw1KWsohF1Kc+E5mocrTplzvu+OADxAyNGcc4lSNKXNzv0kpU4jSnlde2s51f+ZU97EGDhpzk5D73lZ6AvenN7/wOxJzvaNHihBP/8q/OjZjkCiOMqUwllFCGMhQXXLjGNcYwBnfcmcIU7LHXw7s2vnOcI5JIilCErGSlAAWUWi95yctjHqscoYj1iEfMZz4lKKFMqhDLHGqgtF5m/BooG7ubXw0USaAYQUJ/sC94gRtuyjYlKEEZyvA7v2OFlU7CZBWr4mXATVkTmrCDHQBsZCOtaGW0tu2wI4II4P8V7s3RBS4wlamUoAQjGRmvW/F2ttOUpkBMz5X3h/LEOsYxvPHGDjvmMlen1k93uitjuLvTnaUsNcybMbINbOALviCaaKYzPcUzB2R0d7lLGGH0opfSsyh22sj61GcPe5Rta1ErXjdzc/u8E0IfHvGIK1xRPpchpi5XW9oCMecccYvAHuRgvCLiIkZsEtwaa3azm3rUUzukD1rPem5wg970Jic5471+hCMc5ShtaUtRiirr5zGP/vQHIB/5eMQjAOYyV1kvEjac4UxmMgCtaKUMnYKYab4vcIGP+dhsi+Df4x4taMFznrOEJQab/TGWBo1ynlqGMkrPsX/4hza0UbYzhwRK2yXGT6D809P8EihSA8WIfuM3bLBhAAOUuxuxrr97fMRHDGc4hSjEXe5ihVWqq+hnVBe5qLNszARKW9oqhUzj9pAwN+Uox2pWJ/r6He4oy7FTIiakOtV1hufEtZjFVKISb3lrUidrbWjDLW7xlreUprTa4RjVOtbRnvZo0DCWsdSmNp54UolK3Oa2zt/yG94kOEb/H/6hNa2lXooQyRBEEN548zu/x+s1cJazSgLlLGexw45QQgEybE8AY1jKUjrSkbzk1ZlSN71Kauh3rXeP9/WjH/nIRwABTGKSsj62Z4VI3AQm4Iorb3iDN95ATA+cneykAx0IIwxPPLnL3QxVYHkGMzjMYb7iK5rQJNXHmcMcrnIVgJGM1EsCJYooVrACe+xpT3ul1/4SltCPfuQlL3vZqzMc7SlP09yuEAmRBIoRjWAEEPPllNgXngsuBBNMNrJxn/t0pSvlKW/MMFU3jnEMYAD5yU8PeqTpWC94QRBB8aYuPslJ5jGPylRmAAOU9atZTRe6EEmkwTPmGVkXuvAP/3CNa8pdmJSyxtqkEidx6WOq7IxoM5uVO9z72c9hDiuvVaaysrySlXzDN1hhpdQZiu2lsoENtKUtj3iEDTasZrXZJZGFeN9xjrOWtdSnvvLddIlL1KEOb3gDoDNzmgMOynmGN978wi9YYklNanKTm9SgBjOZKfUbEmCFFQ1pqHYYRhE7C00OcvA1X5OLXBl+4gBjsMZap3dpJJHUprbOEKoHPOAe91SZkTE19rNfmZkptkB8assHFKe4slyMYnqJzxtv5jAHgG50oznNWctaxjOeCCK4xz2WspSFLGQEIyhBCbrTXS9tZyRSRNY4ZAiPEcR2qyIAcILmNGcTm+hFLzawQZn5BGJmednIRjrTWVkXSij22POUp7SgBTe5iRYtXejCfOar8I4MT4tWpyZMahzlKI1oxFve8hM/KQmsaKLJQQ5lloKd7KQRjdIcsxDmbiMb+YIviCKKOczRSU7GFbfWUHayU5OabGaz8rottspQuna0owAFWMc6IoigIx117pYmx3d8xxrW0IpWLGBBmj9bzNkMZnCFKwxiEGUpq3Y4ZuENb8hNbsIIA2KKu3/Jl2QmMxOYkOA+AxnILGYBMRczsbOleOHFcY4D4IYbfvgZ/g0IYeLucY9CFNJZZ4EFfvgpxXWPcQxffGlBC6zT4f3rfexT6g7aYYc//mmqv7iWtTznOT3pmeLjPOc5f/AH2clOHvJQhzo0oxkHOKCzXUc6Ekywcv4Qd9hiQsxhCM/ni40/hGddb/MbwpNx+pWZgFLvHuMZjyWWLGUpt7ilfOjGfsiUpKRSPb0oRZWutvWpzznOEUIIb3nLAhbghRfuuCtFKzO6s5zlYz6mC13SVH/kDW+YznRlSr1FLOIWt4CYsZKx3ZghJmklhEi71rTmLne5xa1EkycA2cimLL/ilXIXNFZs8gRiEsiTmcxd7vKYx0xmcqI1dyKJZAUr2MpWZd01rjGb2TznOYtYxBnOpPbtmb2/+ZvBDOYP/oj3fyYM5wlPlOQJgC++zGQm+ciXYDLQEkudIag96QnE1PX6nM+VfWKnsRVCpE0+8inTNGcjG9WpzipWKcmTDWygBjVoS1vl7zG9+YRPmMQkmtCEdaxL8+QV7WnPt3ybouM84AG3uU1TmjKUofSiF01oQgMaMJKRZCObzpCoVayiBz1YwhL2sOeDyRNzYaH9fy8UY/yzMNNuGOkvBWrCjnEsXkEpN9y4znVe8Uop/lWBChzhCOc4pzPUJ25PFQAbbJT6EgMYEK/adEbUk55KDZTCFGYsY5Pc5xjHCCaYhjQkmmi2sIVBDNIZx/uQh5SkJFvZSmMas4Y1zGAGlals1rVOhNC3fORLcpv1rKcmNQkkkC/5kl70QoOGAQwgkkgssKA97alMZfKSly1sUfa1wkonARNXf/qzmMUAzGc+femLG2444kgQQTjgQG5y6+eNmqG4yWZJPBtPHvLoDHeDmCE6TWlKX/rG64mqRUsNaijPf+AH2tOeLGQhK1mpQhXucS/J2hlCiOSxxpoDHOA61ylM4XjTf8f2+np/Oa5XvOIc56hEpXizGhrLsHeP5E5lrU9/8zftaY8WLbbY6rx2jGNUpzr++HORi1ShinKjxQUXWtDC6PEK8yY9UNIBG2ziVU73wov+9NdZv5Sl5CIXOclJD3ro1FmI7bECcJ/7OuMwM5K4merkZK3/4A9qUINGNGIYw+hJT9rQRid5EvszjCaanewEYqqmH+EIM5mZoQp8CWEKylCGJzzhJjdZwQoA+tBHSQJr0XKMYwxiEJ/zOZOYRGUqY489WrRsZ3uCxz3P+XjLrrhyiEOMZzwHOZiqab1FjM50pi99qUEN1rJW7XBM1nnOU5OafMZnvOIV2cjGRjbSmtYMZjAjGME+9pGb3HzCJ8p+sd9lNagRb4iABx5kJavyemc6S6FmIfTIDjvKUS5e8gRiana44YYllpSmdLzvsDe8oTzlaUADqlCFEEKMFXY8M5iBPfYUpahRi7BOZSpaYrozRBBBVrIqPfC70EX5vPqIj9jFLr7kS+Yzn9rUNlqMQsSSHigZyKd8yjOeKc/7018Z19yVroDuLBiDGMRMZqoSa1I0aLjBDTzwwBFHZf1KVjKRieQhT7KK2x3ikM5y3J8PQHnK05rWjGEMmcgkd9yEWdCiZQxjOMtZvPFWxjWnJ47vHnHFvev2nOfK8jCGEUSQkhiexrQECxCPYASd6IQzzjqvl3/3EGljg43J1t1KL8IIoza1lR4+nngynek0pznVqMYyllGc4spwgba0ZTe7echDqlCF+9ynAQ3UfAtCiPeUohRPeUoFKrDx3WM3u5W/1etcV6aRvs1t7nI3zTWmQghhGtOwwIIf+IFMJK8wxgQmoEHDbW6zmtX8wA9piuMCF3jOc+pT/4M3LAtQQGd47la2UolKvOBFvBsfdd89RHxSRNY4JIGSgc1kJsUpji22uOBCVapynevKLBjLWa4kUJ7yFFdcscPOoDFFE800prGABZSnPKtZrWSNH/IQW2zJSlYqUIHrXCcXuTjDGdxxB2I+QJewJNnt9aAH61lPGGH0ox9++DGEIWQnO6tZTV3qYoMNneiEI47xpnkUwhRtZCMTmQjEFFN+zWudXmrpVRnKKMuxs/LE1muoSlVlXTWqJbh/a1oTRJD0KhMZ1lnO6gyPilv7pClNlSTiVrYqdWjiJkyksK8Q6ZM11tzhjvL8NreVv91ylKMCFTjHOapTneIU5wIXGMUoPPBgJjMT7TF2hjNMZSolKckYxmCJJc94RhnK4I8/EDMj5VzmJrj/KU7xgAe0pCV22FGRiuxnPxZYUIEKaXrPW9hCa1qjQcPXfM085imv7WEP4xlPKUrxK7+yilWc5Sz3uU91qlOVqlhjLb1GRbokCZQMzA47vuEbIonEEUfCCdd5vShFgZhu1ytZSSEKcYxjuOGms90jHvGc53opKNeKVvzLv0BMwmQuc7HEkqc8ZRazsMaaT/mU61wHYorhHeAAneiUqvZqUQs//IgkEmecgZikSiYyKV3/ICYxI4S5iJtAsMQyw8w604EO7Ge/cuIYN+4WtOA//uMxj2lFq0SPIckTkZEVpzg5yMELXuCMM+MYp7x2m9sJLgshMoaZzGQkIylDGTrSUVnvgAPHOc5jHpOf/FhjTWc6c4UrQMw57BCGxDveLGYxiEHK84IUpAtdWMYyJXkC8B//8YhH/MIvvOQlu9hFYQrzKZ8qtQab0IRtbGMLW1jPeopQhOpUT/Z7W81qrnCFPvTBE08gphZZ7E3d/ewniCCsscYBB77kS17ykqMcpSIV6U1v7nEPDRr5Hk8D6YFiHJJAMQFWWJGFLEoCpTjFccedtawlhBBWshKAu9xlD3t0PrSPcpT61CeccL7lW2YzO1lt/s7vfM/3FKEI29mOG274468kT2JNYpIyXTDEzJIR+4UAMV3CX/Oa7GTHAw+2sU3pjZJc73dLTKzApBDmohWtmMhEznKWgQzMMCcjttjyJ38m+rrXu4cQxhZNtFF6cWUnOxe5yClOUZ3qZCe78tpMZjKEIRSnuDJsV4gPucAF5jGPClSgL33VDsfs9X33SIgttjpTIcetY5TYtMejGKXzPLb4a0lK6qy/xCVa0EKZpAFieqXEfR47JD4zmVP8+bKVrcq1xSY2sZ/9NKOZzpCcj/iIbGTDHnu2sY0sZOElLwF06sZklPMVYd7kt9QEWGLJLnbRi14sZCHXuc5e9uKKK5nJrHR3d8SRKlTR2XcHO5TEy0Y28pCH/Mu/iU4h/IY3VKISvelNIIGc5SzLWAbEJC7iJj9ccNFJnkBMt/zv+I6a1KQEJdjDHn7hF17xiotcZAEL9PZzEcKcjWQkG9hAHeqoHYoQGdo0pmGHHSUpiS++aTrWG96wmtVc5Wqi2+QmNy1pqUyBGqs73XnBC45wRG4UiGT5lE9ZzGK+5mu2sU3tcEQKrGY17WjHD/zAAAYkuE3cIXttaaskPlrRimlMU15zx51b3Iq3f9zERUMaAnCLW4xhDDvYkexYn/BEZ3k2s3WSJxZYcJ/7RBFFMMH8zu9sYQvd6MY0ptGe9sluS4j0QHqgmIiKVFSm73zfPvZxiEOUpCT5ya/zWgtaMJvZhBBCYxpTlrIEEkgFKnCa0/EywVvYovOhCFCCEkDMB+Qf/EFjGhNFFA448IY3OttmJSsuuDCQgUpB1+IU5z73dY4lhBCGEkUUIYQow/6E+JBxjCOaaK5znbWs5Tu+S/Wx6lKXi1zEDjvOcIbSlNZfoELEoUFDIIHK8/fPx0T6VoISSc52tp3trGUtJShBBSpwkYuUohT22DOYwZSiFNvYxjKWEUpovP0LUYi2tCU3uRnBCKKIoi51ecYzLLDgJCepTOUkY+1CF3axiytcYQITdG6euuDCdKZzhztKDada1KIMZZQbsEJ/ZAiPcUgCxURd4Qp22FGEImQiE41pnOB2VanKPe7hjz9XuMIiFgFwjnMEEKBMexirDGWwxpoooshFLpawhCY0UV6vT33KU57TnFZmxMlLXl7ykjDCyEc+JUPela7MYhZrWcsylpGPfLSmtSF+HEKkmQaNMtxMZFwPeUgtavGYx4xlLD/yo9ohiXSuAhU4whEssKAc5ZK1z2Y2c5nLdKe70jMzlFCly3w44VzggiRQhMFYYskqVjGJSVSgAu1op3ZIQs9ccKEvfXnNa8pRjnvcoypVOcIRbLChMY25xS3e8jbB/T/hE7rTndGMxhtvRjJS6WWnRctDHiYrgZKZzGxik/JcixZrrPHBh2/4huxkR4uWOtQhM5mpRS29vH8h1GKh1Wq1agdh6gIDA3F2diYgIAAnJyeDtzeTmXzP91hiyRrW8AVfJGu/V7yiOtW5yU060IHVrE5wuzOc4Td+Ixe5GMzgeBeUTWii0/XvC75gPvN5yUt605vDHFZeK0UpLnAh0fGdQqQHwQRThzqc4xyf8zlVqMJiFtOABsxhToYp0ipgBjMYzGAgZlhj3Du0QiQkiCDWsY7iFE9WUcXd7KYRjYCY77i4db8GMpBf+ZXSlOYQh2QojhAizfawRxmCA3CHO0o9ldvcxgsvnaKywxlODWrQlKbUpa5S/6QTnXDFlXWsowY1WMEKbLE17psxIGNfjxlT7Hvr8ivYJjxhk0FEhMLybzHJn+mHyFWrCdrIRiDmjvkWtiQ7gZKNbFzmMi95SW5yJ7rdRS7yB38AcJrT7GWvzutLWEInOnGAA1hjzZd8SbZ3jxGM4AxnlGz4Va7ijz85yZmKd5p+RBLJU57igUeGmC5WpMxhDnOOcwCse/eAmLHCbWjDx3ysZngiBapSFSusiCaaGtTgHOdYzWrqUY+mNFU7PJEOOeJID3oke/t73EtwGWA2s/mZn8lEJkm8CiH0ohKVKEhBpQdKPvIprxWhCPe4x2Qms5SlVKEKYxijzFQZRZSybeykE8tYRje6GfU9CJGRSBFZE9SBDkBM1e7P+TxF+9pg88HkCcADHijLD3kY7/Xc5GYf+3j87tGSlsprjWiEDz5K4at2tMvwyZNggqlMZQpQgEY0IppotUMSelaGMrjgAkBhCuNETJbdEst404Kr5SY3KUMZClOY4xxXO5x0qyY1OctZ1rOelazkEz5hBjNoQQt+4Ad+4Zd4U8ILkRId6UgDGpCLXPzKr/Fez0xmSZ6IeFaykhKUoBOdiCBC7XDEO/e4F29ChPQmK1m5wAXOcIZDHMIGG53XnXDiZ37GF1+2sEVJnkDMrJotaKFTtDq2R4rIeGJroBjznzmSITxGoEaXsbvcxQ478pJX78f2w4/P+ZzHPGYuc1N11zaaaF7xKt4sAxnRAQ7o9EC4xS2KUESVWPayl6tcpSMdccVVlRhM1QMecJaz1KMed7nLWtbyMR+nm14LXenKcpYDUI967Ge/yhGlfy94QU5yokX3a3AAA7jHPU5ykuEM53u+T3D/BSxgPvOpRz1+4Re5KBZCpEo00WQms5K8Xc5y8pGPb/iG3ORmJStN4nwpoxnOcCYzGWecOcjBZNdAyoiWs5we9FCmGTbFGfzMYQhPt1nGH8Lzx3cyhEeYiLhzyetbTnLq1DFJDSusTOZkoAxlyE1unvGM4hTHAw9V4jjAARrQAIA/+VMZciL0ww03oohSiqolp7CaMRWkYILLInE5yMF0prOABUQSqfSuO85xZbax2Ckk7bDT2dcff/rTHw0aLnGJpjRV/v6EECIlYs+JYqeDzUUuBjCAK1zhMpf5hV/4mZ9VjtL8xA5XDyCATWwy6QRKF7rQnObYYKMzvbEQIj4ZwiNEGrniygUusJOdnOCETtdIY7rO9QSXhX60pCXtaU9lKnOUo2qHE88oRjGf+cxgBnOYo3Y4GYY33tziFpvZTKl3j4/4SHk9L3kTLKJnhx2ZyQzETOEuxUDNQxRR/MAPNKMZJzihdjjChOxhD4MYxApWKEPAYsVdFsbTjGYA2GJLfeqrHI3hZSWrJE8yOBnCYxzSA0UIPXDDTZl1QS0d6MBKVnKJS0xikqqxmKLYuiLRRHOa09SkpsoR6bLCir70VTuMDKssZZXZUuJerHzBFwkOzclCFnazmxWsoC51qUhFo8Uq1PMHfzCd6UBMQfXHPFY5IuOKJppv+ZYznGEIQ2hLW7VDMhnFKc5MZirPV7GKmcwkD3kYwAAVIzNfi1hEV7qShzzSs1MIoZAEihAmIitZOcYxtcMwWUMYwljG4olnioszi4ylDGXwww+A2tROdLtq7x7CfMRNplmaYSfef/iHecwDYqY8bUlLrOVU0iDccGMyk9UOw6xZYJHubpYI8SHG7hVirj1QzO/bXwghUmEMYwgmmLvcNUhxZpF+bGAD85nPbnbTghY6ry1lKb3oxUlOqhSdUFM3ujGc4bSmNetZr3Y4igAC6EIXmtLUoEM4nXFWlrOQBSusDNaWSNpb3nKXu/EKYQshhDAcuW0ghBDJFFvzQpg2RxwTHA51iEP0pCcQcyfeD78E66OIjG3zu0c96tGJTjq9TqywSpfFPCcxiRWsACCQQI5wxCDtNKIRC1jAGc7Ql74y85SKfPChGtV4zGPa0541rDF4m1FEsZWt5CEPValq8PaEECI9kgSKEEIIkQwBBCjLIYQQRZQkUEzMdrbTilYALGMZN7nJRCaqG1QyxP09NPTv5FfvHkJde9mr1OBZy1qWsczgRex70Ys/+RMLLNjIRlrS0qDtCSFSRobwGIckUIQQQohkaEYzvuM7jnGMgQwkE5nUDkno2U526jyPLR6d3g1jGCGE8JKXjGe82uEII6hOdZxwIpBA6lDHKDMAxs5Ap0XLMY5JAkUIYZYkgSKEEEIkgyWW/MIvaochDGgTm5RlK6wYyED1gkmBTGRiBjPUDkMAZzmLHXaUprRB2ylMYa5xjZvcpAY1DNpWLG+8+YZvyE52OtPZKG0KIZLPQmvcXiEWZlp+SYrICmFiIolkLGPpQx8e8UjtcIQwO374sZe9vOKV2qGIFHLCSVn+lV/jFREW4kOmM51KVKIsZZWaNIbkjjsf8zF22Bm8LYB+9COAAJ7y1OAJIiGESK+kB4qRhRKKFVYybl4YzC/8onThvslNDnFI5YiEMB9jGav8/TngwBWuUJCCKkdlXo5whPWs51M+pTGNU7TvP/zDFKZQmMIJFhIW4kO2sQ2IGeKyne0m2UsjC1nUDkEIkQipgWIc0gPFiLawBRdccMWVwxxWOxxhooIJVpaDCFIxEiHMzxzmKMuhhLKPfSpGY35e8IJGNFJ6j9zmts7rgQQyjWl0olOCs5YUoxhLWcoIRmApp0gihTrTGUssscGGDnRQOxwhhBAGID1QjGgBC4h491jIQmpTW+2QhAn6nu+5wx2e8YzpTFc7HCHMSilKKYUWrbGmHvVUjsi8BBNMKKFAzJSrcYdRadBQk5pc5jIAq1hFQQrKdKxCb3rQg4Y0xBprcpFL7XCEEEIYgCRQjKgKVfiP/wDwwkvlaISpcsaZ1axWO4xEneIU17hGa1rjjLPa4QihV/vYxzjG8ZrXjGc8rrgCsIhF3OIWAxiAJ57qBmnCClCASUxiOctpRjOd5MhrXivJk7jrhNCnvORVOwQhhJmSITzGYaHVas20fq7xBAYG4uzszJuANxxxOoIDDnzCJ2qHJYTRHec4tahFNNFUo1qGmSJUiLRYy1qlO39ZynKRiypHZL6+5EvWsAY77OhKVxawAAss1A5LCCFS5Ta3aUtbAgnkT/6kDnXUDindir0eCwgIwMnJKekdMpDY99b/J7Az/IzmivAw+G0kJvkz/RAZ4GtEFljQjGaSPDExwQTzjGcAXOc6BziAFslLJuQ854kmGoiZ6lEIc+CLr7J8lasy3ayRvOENnejEp3zKFa4AsJrV+OJLMMEsZKEkT4QQGdpUpnKZyzzkISMZqXY4QmWxPVCM+c8cSQJFiDS4xCXykY885KEb3ShLWT7mY5m9IRGf8zmlKIUFFoxmtNrhCGEUveil1LyKJprBDOYxj1WOyvQNYACrWMUudtGHPsr6nOTEWkYwCyFMQCEKJbgshDAcOYMQIg3+5m9lDP0GNhBFFAC72a1mWOlWDnJwhStEEWVWFzCRrwMJOHwJ0BLh449DYXeCTt8g0j+A4FPX0Wi1ZCnhiSY8EodiHmhCwnCsWYaAg+eJeh1E7q9b41ihKFqNBgtLyXtnNFnIwgIWUJrSaNCQ+d0D4C536U1vABazWE6A9WQDG1jFKuW5PUbs0ywMIvz5awIOXSA6MASnmmUIPn4NLRB85gZarZZXm4+ijdbg7v0F7gM/x2fuBjRhEVi5ZCHi6QusnTLj1rEBtnlc5XNUmIwhDMEVVwIJlJt3QhiJ+VzBCB1BBNGPfjzjGVOZSgUqqB1ShlSXukxmMtFEU5e6HOYwAQTQi15qh5aumWry5OWmI7xcfxCHInnJ9VVL7vabwatdp9C+Ddfd0ALeH+UV/N+VRI/r9/s2rLM7ER0cSubSBYn0D8DSwRbPib1xbSPjnTOCEpRgM5vZzW6+4AuykQ2A4QznAAcAGMYw1rFOzTBNxhKW6DyPO720qQkjjHWsIx/5TKb+QcjV+zyZsZbo0HA0waGE3nxM2O0nydr3wZAFBBy8wOvtJ+K/NmwhmUoXpNjqMTwc/Ttvr97HwtaGXN0bk7NXM6yds2BhIcO6RMZhiaWccwqFFJE1DtO8ihFJmsEMVrISgJ705DznVY4oY6pPfS5xiac85RM+IZhgggjCHXe1QxMGFv70BdqoaB7/vIKgk9cJuXRHJynyYs0+Qm8+SnjnVJTIifIPBCD47E1l3fW2o8niVQrN2zAylypAwdnfYuvqkvKDG8AqVvE1X+OBBzvYQT7yqR2S6pq9e8SVlazKcnayGzskk9WGNmxnOxBTuLcUpVSOyHA60IFNbAJgE5toSUt1A0qlkCt3CTx7i+BT1/CdtzlNxwq7/yzR195eucftHpMIPvP/z9L7P8zn/pD5WGbJRJZKxbDQglON0niM6oKVvV2aYhFCCGFaJIFiphxwUJYzkUnFSDK+ku8eEFMkNQtZJIFigqICgnm56Qh+y3cReOA8JDGBWYSvP1hYxN/OAuwL5yUqKARNUCiat2EAOBTPj00OF7QRkUT4+BPh+wptRGTMPjZWEBmdYDvBx68C8PbiXV6s3kuhBYPJ81WLtL1ZPRjFKIII4hrXWMQiJjJR7ZDSpelMJxvZiCaaoQxVOxy9mspUZjGLmtRkFauwwcZobfekJ/nIx3Oe8wVfGK1dNcQtyH2WsxkugaIJj+BUofZEPn2Z/J0sLUCjxb6wOxZ2Nlhmsifk3C2I1mCbx5XC87/n3ndziPIPINznJUT//zappWMmrF2yxD+mFjRBb2M+34GAg+d5PHU1mYrnx7FaKXJ8VgfnuuWxtDXe77EwDXe4Q3e6o0XLEpZQjGJqhyRMlPRAMQ6ZxtgI0uO0WRFEMI5xPOMZoxlNAQqoHVKGN4YxTGACAMtZTmc6qxyRSCtNeAQ3Ok7g1fYTaEPDk94hloUFRZcNw8YtKwGHLxL5KhBNWAR5B35G5vJFk9VFXBMRScilu0SHhOJUsyyvd5zEf9MRXqw7gCbwbRLtQ8HfvHH/ulXyY9azZjRjG9uAmJlPYqfxFfHtZz8taIEGDetYR1Oaqh1SmgUQgAsuyvONbKQVrVJ0DA0aLKXWfZIWspABDMAdd/azn4IUVDukZIkODeO0Zzsin7/+8IaWFjjV/gjXz+pi6WCLNiyCHB0aYJXJDks722S1FXj6Om/2n8XW1QWXTypiYWPNrT7TebPjRJLJ8PfZ5s1B0WXDca79kSRTRLK0ox1/8zcArWlNPeqxm910oxttaatydOYjPV6P6Uvsexs01vjTGP8yzvymMZYEihGY8h+s+L/qVOc4xwHoSlf+4A91AxKp9mLTEW51HI/m/dolCchSuTg2rs44epXCMpM9trmy4dahvkGLFMYWk/X5bQN3B/6qc3c1LqcGFSm7a6YqY/qDCWY5y/HAg+Y0N3r7GUlb2rKBDQCUohSXuJThEwcRRJCf/PjiiyWWnOZ0imptLWc5fehDTnKyl70UoYgBo01/XvCC4QzHCismMUmpmZOYjFaYO8I/gJPubSE8IsHXXdt9TNbGVXEomg+nysWwsDbce4sKeUv4Az+Cz98i7K4PPvM3EeWXRFLnHVvPXFS8tAxrx8wGi09kfN/wDXOZC0ArWilD7mywwQcfXHFVMTrzYcrXY5JAMa6M820rRDrXm96c5CR22NGFLmqHI1LJb/UebnWckOjrFpnssPfMhYWNNflGdyVH27rGCy42hnfJmTz925C7b0uCTt/gRscJhN/z0dkucM9ZnkxdhcfQTkaPMQtZ6Ec/o7ebEcVNDlzlKpOZzAhGqBhR2tliyyEOsYY1eOGV4kLlE5lIOOE84hGLWcxUphoo0vRpEIOUWYQ0aFjM4g9un5GSJwBnCneInzyxssKpVhnyT+iFS82yRovFOnMmrEsVIHOpmJ64+cd2J/TBM4LP3CT8kR8v1uzVqZcSV8QDX467NKF64E6sMjskuI0QU5hCdrKjQUM96ikJFCH0TYbwGEfG+sYVIh3rTnea0QxbbHHGWe1wRCrd6pRA8sTCAjvPnBRbNQZnr9LGDyoR0SGhRLwJ4uXGw+Ts3JDHM/9CGxSqs82zJdtUSaCI5Hv/7uNtbqsUiX4VpShjGZuqfctTXvk5lKd8gtuEEsoudlH83cOURBKpLEeQcC+NjCz6TXC8dXYFc5OjbR3Qagl94IN9vlyqTTfs4JkbB8/cAOT1bocmMoorjX8g+OzN+LFrtFyo3o+KF5epEKnICDKRiR/5UXk+m9nsZjfd6S69T4TIgCSBIoQe5SCH2iGItEpoUKNWi6WdLRbWVvit3I19Pjeca5czSPOayCjCHvoScukulnY2EBVN5rKFsPPMzfmqXxFy4Q7WTpmwy58rpmhiEmxcHA0Sp9CfOtTBBhsiicQRR4YwRO2QVLec5TShCXnIQwMaJLhNE5pwkIPYYccJTlCOcsYNUo9CCeUMZyhBCVxxZQYziCYaK6yYwhS1w9M/KwuI1v2wDb/9hLvfzFaeW2S2x97DDRu3rLy98RBtRCTu37cn/6iuAIQ+eEaErz/WOVzIXCgv2qgogwz1eXP4Av4bj+D8SQVC7z5NMPkT4ZOCArjC7H377iGEvkkPFOMwyQTKb7/9xrRp0/D19eWjjz5izpw5VKlSJdHt161bx+jRo3nw4AFFihRhypQpNGnSRGeb69evM3ToUA4dOkRUVBQlS5bkn3/+IV8+mZpTCFPiUMqT0KsP4q0PvfGIi1W++v8Ka0sK/+aNbT43rjUbBtEa7Aq74zGkAyGX7hH5/DVunRpws9skNMGhZG1endw9mvJk+loyFc9P2INnvN51CjRaLDPZ8dGx+WQq5sGF6v0IOa/bA8EqiwPODSoRcvoGEDOlcey0xh9kbUWJ9YkPRxLpQ2Uqc41rPOABdamb4YZjGIIddnSla7z1EUQQRRQOOHCEIwCEE56hEyjRRFOPepzkJLnIxXnOk5e8rGe92qEZTKFfv+Nu/18+uI02JIzQG48IvfH/6eAfjV6CrVtWNGHh3Bs4R1lvYWuDNioaz4m9cB/6JSfcWhDtH4iVc2YcinrgUrc89oXdebP3LBb2tvivPwAWFjjWKIP7wM95sXI32Frz4q8DEB6BhbUVRRYP4dXeM7xctSfJ91P4t0Gp/2EIoYJwwrHCSr5vhFFNmjSJDRs2cOPGDRwcHKhevTpTpkyhWLEPz0z15s0bRo4cyYYNG3j16hX58+dn1qxZ8a7XjcXkisj+9ddfdOnShQULFlC1alVmzZrFunXruHnzJm5ubvG2P3bsGLVr12bSpEk0a9aM1atXM2XKFM6dO0fp0jFd9e/evUuVKlXo2bMnHTp0wMnJiatXr1KtWrUEj/k+Uy5aJNKvqKC3PPp5Ba+3nSBbm1pYZ7In8Oglwh748vbKPdDG3OHL9mlVXm07jjYsAgt7W3J0+xR7dzdc6nyEc62P1H4bqjhf/WtleuAPsrYCK0sIj0z4dStL3ekzHezQJDKbT5YKRSm84HsuxE3SxOFQMj+h1x5+MBwrVyeiXwVhYW9L6R3Tcaltnv9/wjSd4ASf8ikhhPAHf3Ca08xmNp548h//kYc8aoeYKs94phP7FraYReFlbXQ0L9Yf5FaXn9FGRGKRyQ5tMgp35+rTgoAjFwm9Hv/z0NLBDreeTfGduyHZcVhmdkATEhp/fRYHNOGREBmV+M4WFpTa+wvZPk5ZjR9TEPbsJaGX76OJjORWt0lE+Qdi5ZIZl/qV8P/nEGi0YGGBfdG8OBTIQ+TrQMLuPMXKKTOF53tjmys7mcsWUqXIeXq0ne0sZzkNaEBPehq0rb/5m850JjOZ2clOqpD4TWZTYsrXY7Hvbehw4xeRnTIp+UVkP/30U9q3b0/lypWJiopixIgRXLlyhWvXrpE5c8LFuCMiIqhRowZubm6MGDECd3d3Hj58iIuLCx99pM55rsklUKpWrUrlypWZOzem2rVGo8HDw4NvvvmGYcOGxdu+Xbt2hISE8O+//yrrqlWrRrly5ViwYAEA7du3x8bGhhUrVqQqpoz4BxtGmNKdXKRvUQHB+C7eikajIezmE8IfPyf4/C2ig0PRhqVx7LytNVnKFab4mrE4FHTXT8AZRFRQCP6bj3Kr5xSIiMImT3Yiffx1trEvkJsIv1eJz9ZjaRFzEhn7NJETdYCsTapRfM1YzpbsTMRT3e7gDsXzUWLDRM5X6IU2LALLTHbk+7EHdh5uRL4MIOT8LdwHtydzCc80vWeR/gQTzBnOUIYyZCe72uGoqhe9WMISAKpQhZOc5CUvccYZGzLudLIaNHzKp+xhDwUpyClOme3/dVTw25iL8ddB5PnucwIPnCfg2GWCT14HYpIale+u5cmMtTyduibe/k41y5K1STUejliU7DYT+1y2yZkVq5zZCLt09//bZsmEJiICqywOlNoyGafqpc0uAfB87T4ejFhE+P1naT6WjaszWq0W+0J5CLvrg0PRvJTcMhlbV5e0B5qBvOIVechDODHnEmc4Q0UqGqy9alTjJCcB6EEP5XPV1GXE67HkyigJlPe9ePECNzc3Dh06RO3atRPcZsGCBUybNo0bN25gY5M+vutNqt9WREQEZ8+eZfjw4co6S0tL6tevz/HjxxPc5/jx43h7e+usa9SoEZs2bQJiEjDbtm1jyJAhNGrUiPPnz1OgQAGGDx9Oq1atEjxmeHg44eH/v6AKDExGV/vY90AE1lirOoXlcY4rd/mWsCTBbtRCPVFBbwm99ZjA41fwXfwvb+Oc3OldRBTBp25wplAHqofuwcreznBtpTPWjpnJ2akROTs1Uta9vfmI2/1nEv0mBJdPKpCnb0vCn/lzpYE3mvBI7Dxz4dahPpHPXxP54g3OH1fg/uB5aCOjyFy+KAUm9cHvjx1kLl0QazcXHoxcTPSbYLJULEaJDROxsrOlwuU/ebnuAP7/HsOxUnFyfdUC2+xOWFhbUzN0r4o/EWFsEURQgxpc4hLuuHOBC2ZdcLAGNZQT/epUB+IX4M2ILLFkO9u5zW3ykY/MmO+UuNZZMlEyzrBD1+Y1lGWtVqskKwpO+Rrn2h/xdNbfgAV5vb8g0u8N2dvUxtopM/4bDxN8/jYORfLi5FUK5zrliPB5yes9Z7ByysTr7SfAwgKXBpXI83Urns3fjJWTA28OXiDS7zV2Hm6U3j4VO8/c3B+7lLeX7uI5vgdOVUoa+0eSrtwdNh+fKfETV6kV+TIAgOB3Q1KDjl/jTNEvKTDpK94cOE/WBpXIVKoAWSoXx9LKSm/tpjdR7x6xYhMphhI3gVKVqgZtS5iH96917ezssLNL+pohICDmMyBbtmyJbrNlyxa8vLzo378/mzdvJkeOHHz55ZcMHToUK5U+F0yqB4qPjw/u7u4cO3YMLy8vZf2QIUM4dOgQJ0+ejLePra0tf/75Jx06dFDWzZs3j3HjxuHn54evry+5c+cmU6ZMTJw4kXr16rFz505GjBjBgQMHqFOnTrxj/vjjj4wbNy7e+qSyc6tYRXe644ILK1nJFrbgiisjGIEttin9caRab3rzO78DUIlKnOa00doWCXt75wlXPh1M+APfmBXRKavaZJnFHtfP6vL20j00FhDx0A+tRotb10ZEPH7O6+0n0IRF6PSWeF/mjwpR4YLMMiCEsdzlLoUprDzfy14+4RMVI1LfYQ4TQADNaIYF5nXnXwi1HbGsnXCh9XcsbK1xbf8xkc9eE3z2BlaOmbDJ4YK1SxZC7/kQ/tAvZviwjRXaxIa+JsLSKRMl1owlWxOvpDfWgx3sYApTKE95pjMdKwx7obaCFSxlKQ1pyHCGJ71DGmjQsIlNOOFEfeobtK30xBx6oAwbBsa81xkWDpMnx18/duxYfvzxxw/uq9FoaNGiBW/evOHo0aOJble8eHEePHhAx44d6devH3fu3KFfv358++23jB2bupn+0sqkeqAYgkYTc6HasmVLBg2KKRJWrlw5jh07xoIFCxJMoAwfPlynV0tgYCAeHh5JtjWNaUQSyQte0ItePOYxALbYMoIR+ng7yVKLWkoCpRa1jNau0BV65wnWrs7c7jkF/w2Hk7WPQ4l8uNStgG2e7DjXKYeFjTUOxTywyZq8LwptdDSvdp/i3g/zCXuvkGrYQ7+UvgUhRBrkJz91qMMhDlGCElSmstohqeYAB/iHf2hCE7OoDyJEupRA8iTv+O54fPMZ1imY8S3i+WvCHz8n/LEfIRfv4rdiF+F3fQBw+rgCgfvPxdtHE/iWq82HU/SPYbzefZqowLfk6t4E11b6P0/VoOELviCYYA5xiCpUoQMdkt4xDTq/exiDJZa0oY1R2hLm4fHjxzpJqeT0Punfvz9Xrlz5YPIEYq7F3dzcWLRoEVZWVlSsWJGnT58ybdo0SaDog6urK1ZWVvj56V7o+fn5kStXrgT3yZUr1we3d3V1xdrampIldbttlihRItH/8OR2W3pfFapwkYsAOuO53/AmxcdKiy50oTCFCSCAT/nUqG2buwhff653nPD/kwd7GwhL+C6NXT437It44FDYnUylPMnRoX6axg1HBb3lSuPBBP13JcHXC8zsn+pjCyFSzhpr9rKXe9wjH/mwx4gDm9MJX3xpRzuOcAQtWhaykOtc1+mZI4QwDjvPXP/vCfvOkzHLePrTKrI2qUbJfyYkqyaMrVtWbN2y4lixGK6tapN/bHcAot+GYZXJnkcT/+TlhsOEXLyj2zNWo+F272lK75XXW/7DJldWCs4YQI4O9fVWj8YCC+yxJ5iYKasdcNDLcYUwNLWmMXZyckpRr54BAwbw77//cvjwYfLmzfvBbXPnzo2NjY3OcJ0SJUrg6+tLREQEtrbGG6URS71CGwZga2tLxYoV2bdvn7JOo9Gwb98+nSE9cXl5eelsD7Bnzx5le1tbWypXrszNmzd1trl16xb58+fXa/zzmMdf/MVe9rKOddSiFm1ow1CG6rWd5KhOdRrTWLpIG4FWqyX8mT/X243llOcXundewiKxzh7nA8nCgsxVSlDm4K9UurmKsnt/ociCwbh/81mqkidajYaXW45yb/BvnMzTOtHkSeFlw8jdvWmKjy+ESBtrrClKUbNMngBMZzqHOYz23a3vKKJSdVMhkkimMIUf+IEXvNBzlEKYhyr3/8bpk/Lx1mvDI3i18TCnCrbjyfQ1aMJSV8PDKlPM51y+UV2pcG4J1fw2k7N3c6xzuGCdMyu5+jRHG6E7K1Kk72tudpzAiVytOFO6Cz7zN6Wq7bgssGAb2+hIR6YznVa0SvMxhRAx1zwDBgxg48aN7N+/nwIFCiS5T40aNbhz544yKgRirsNz586tSvLkf+ydd3gUVReH323pvROSEEoIvffeUToqIEhHRVE6SlOkKEUFkSJF+CgKUqSD0rv03kMSIL33usmW74+FDUsSSEKymzJvHp5n584tZ0J2d+6Zc34HSpkGCmjKGA8bNow1a9bQpEkTli5dyo4dO3j06BHOzs4MHTqU8uXLs2DBAkBTxrht27YsXLiQ7t27s23bNubPn69TxnjPnj0MGDCAlStXajVQJkyYwOnTp2nVqtUbbSrNOXcCBUetVHKv29fEH329xkyto4tRJKRg2bgaJhVyjqQqCHGnbnCvw4TcO0jF2HZvTpWVEzEp/+Zy3QICAgKFzXzmM5OZAFhiyVjG8gM/5HuehSzU6gp0oxuHOFSodgoIlCWCfv6LoAV/ooxNem0/x8GdqfbHt4W6dsiyv3kyacVrteDM6lam8q/jsWlbr1DXFijZlOb92Itrm/G1/jVQ5v+Y9yo8Y8aMYevWrezbtw9vb29tu7W1NaammkivV/fqQUFB1KxZk2HDhjF27Fh8fX0ZOXIk48aNY+bMmUVzYW+gVKXwgKYscVRUFLNmzSI8PJx69epx+PBhnJ2dAQgMDEQszgq8adGiBVu3buWbb75hxowZeHl5sXfvXq3zBKBv376sXr2aBQsWMG7cOLy9vdm1a1eenCeFwU1uEkII7/JukYtYCRQ9qU9CCJy9gagdpyAXETWRsQyTSq5U3zWv0ErTPvtmLVE7T4NShVF5R+SBuWiaSMQYuTvR8P5mpGZl86m3gEBxRo2aWcziKleZyES60vXNg4o5SpTa7zcVKiKIYDCDOclJ6lGPrnRlClMKXHXn5agTIQJFQODtcJ8yEPcpA0l7EsLNRp+gjEvOsV/Un8ew69YM61Z1iN59Fosm1bFuXivHvnml/LgPcB37PqGr9hB38CLxp2+iTsvQ6ZN625+77cYhMjPBsrE3tQ4uQmJh9lbrCgiUBAyVwpNXVq1aBUC7du102jds2MDw4cOB7Ht1d3d3jhw5wsSJE6lTpw7ly5dn/PjxTJ2q/wyNF5S6CJTiyNt4PP/lX3rQAxUqhjCEzWwuIitLFhFE8Au/4IorX/KlQcs+54dbrb8g6fzdHM+JjGU4fdSZ8hP7Y16rUqGtmXzbj5vNPoN03RsMk8qupD8XbQOw69OK8mPfx7pdfUTikvH7FBAoi+xlL33pC4A55sQTj7SEPg9RoqQf/djLXt7jPX7nd9rRjjvc0en3mMd44VXgdSKIYBjDiCaalawUSncKCBQimTEJJF64x7OZv5N694nOObdpHxGydAfqF3puYhEe80bh2LcNZoXwgEiVkUnMwQv4fDQP9Sv3OVqkEuqc/hXrlnXeej2BkktZiED5Zor+I1C+/znvESilhZJ5x1WGOMc5VGjce2c4Y2Brig+DGMRJTgIaNfEv+dLAFr2e8K3H8B38PeTkr5RJMK9ZkdonliKze7sPn4htJ/AbtRBVqhyxqTF1L68m5Jcd2ZwnAPa9W6FISSPh9G2qrJmMbdvsec0ChUMAAahQUZE353oKCLyJlyMRJUhKtFbVLW6xhz0A7GIXzWiWzXnihhuuuL7VOs44c5jDbzWHQMlBhYoP+ZC97GUgA9nIxhL9PinuyOytse/ZEvueLYk7cY37PaehTs/ArIYnls1rol74UrStSk3gzHWE/LiNRo+38PDD70i+6kO50b3wXDAasSx/WxOxkQzH99rimNaW5Lv+hP22l4j1B1FnKrM6KZTcafUlIiMZTSP3IbO2KKQrFxAoXhT3CJTSguBAKeYMYhC/8zsxxDCWsYY2p9gQTniOr4sjGdHx+H40L8dzHnNH4vHNsHwrx0ftOEnw4u1YNKmOfY/m+H++BJVCSUZQpLaPKk2O7yc/4fjBK6W2pRLcp32E+4whSEz16KYuo/zFXwxmMADrWc9whhvWIIEST096soAFXOUq4xiXp9TOZSzjEIcYwhDt32NxoAIVsMOOWGKxx572tMcCC5JJxgsvZjCDLnTBHHNDmypQgrjKVXayE4DNbOYrvqIWb5c6IpA3bDs2olXqce2xIiEZiaM1yqgEnX7KhGT8vlhC4qlbAIQs3k7I4u04jXgXm3b1UStVmNeqSMJ/93Ad0xtxHsQiLWpXxmvVZCrMHsGd9uNIexioc16dkcmVSgNoGSNoIAkICBQcIYVHD7xtyJgcOamkYottEVhXMjnNacYxDldc+ZM/C5wXrw8CFm0hcNoanTaxvRXlPu6OZePqOL7fDgB5UAQSa3OkVponIykPnvFowGxkLjY4DuiExNyE0OW7kDnZErvvpRLaRlJ4RZX+Bfbvt6X6zrlE7zxFun8oNt2aYVlXKP+pT/rSl73sBeAd3uFf/jWsQQJljpvcpAENAE3ESgABlKd8nsff4hZPeEJ3umNM4Ttd/fDjFKfoSEcqUQl//LnJTTrSUfjeEygQ4YRTlaokkYQddvjiix12hjarzKJWKAj8aRvRO04ikkpIve2Pw/ttSQ+NIunsnTdPADh82BGnQR2RB0VhVqsiwb/uxLx6Rdynf4TU3BS1Uok8IhYjJ1vEUimRu04Rvno/CadugFJ3q9NSfgKxkawoLlWgGFMWUnhmT9B/Cs/spWUvhUdwoOiB0vyGFXgzQUu28Wzyb7meN65YDvnTMO2xzMWe6rvmcKflK2lJYhGoXv92NfFyI/2pRtfEqnkt6pxcikgqBJoZkk1sYgQjUKNmNasZzWhDm6RFiZJoonHCSQhv1wOb2MRNbjKa0VSnut7WvcMd6lIX0JRFDiIIF/JW0es0p+lEJ5Qo6UUv9rEvx37JJCNGjBklX6jxMpeZyERccGE96wUnTgnlAQ84yUm60IWqVDW0OQI5kBmfxCXHXqDISrcRmxqjSst7GWSxmTF1/vuNW40+yarMI5XozPkqzZOPIDU3LbDdAiWT0rwfExwo+kXYWQkIFDGuY/rybOqaXL/MX3aeAGSGx/D0q9XZO77s63zJmeLyWW/Ma3oikklx+bgHIolQqak4MYxhNKMZKlR63TS/iRRSaEc7rnGNnvRkL3tLjBhzSeQwh7XpW7vYRRBBelu7DnVYxzr+4R8+4qM8O08ALnIRJZrPrvOcz7HPHvbwIR8iRcpe9tKZzoVit6EYzWhucxuAGtTge743sEUlh+Kk91Tj+Y9A8UVmY0nrzFMApD58RuLF+8hc7PD79GeUyWkoE3Ku7vMyqlQ5fmN+0S1r/BrniWWbOoLzREBA4K0QHCgCBUKlUBC59RiIxDh/1JnM6ATEJkakPHxG9PaT2HRshN27TYVqLoDExJiWKUfxG7uUiN8PwKtBJDk8KTGr4UnK3SeoklI1DSJwHfs+ysRULBp54/JxD9KehWNSsRwSIQy1wExlKr/yK21pyz72YULRlG32xvvNnfTMRS5yjWsAHOAAAQQUi01PaSWSLH2iaKJRodKrw2rU85/8MoABrGQlIYQwiUk59lnFKjKe/6xlbYl3oLwccSJEn+Sd7WznIz5ChYrf+b1Af28CZRez6p7aqjz2wbsASLx0n7D//YPEWIZFw6qELN5Oml8o6vSsCBWRiRFWTaqTfPHea+cXW5pR+/BPWLWoXWTXUNKIO32T5GuPcBrUGbGJEajVpPoEErP/P+zebYZN23qGNlEgnwgisvpBSOHRAyUxZEytUpH64BmB8zaReP4uxu6OSB1tUcQkkhkeQ/qzcG1EhNTZBkVEPIhEOlESpjUqoIhNJjM8BgDL5jWptPRLEEswq+qm1fooayiSUkm5/4SAb9ZhVqMi7tMG8WTySuJP38TEwwXHfu0o98V7iI2kpNzxx9TbA7GxTIgsKWRiiNHRztnLXnrT24AW6ZdwwqlFLWKIwQsv7nCnyBxIRY0qI7PY57NnkMEoRnGTm8xkJgMZaGiT8owCBamkYkXO31/zmMcsZgGwlKWMZ3yO/RJJxBLLYp8uFkIIC1mICy5MZWqJLRGtb97nfXazG4DOdOYoRw1skUBpJSMsmph/LqPOyMBhQEdkVmb4fbWK6D+OIHN1wGlQJ8wbeRN/5CpOg7tiWbeyoU02KIrEFPynrCByw2FQqbFsVYuUG76oktN0O75yH49YjLGbIyJjKSKplDTfYERiMRXmjcL1i74ok9Mwci452kIlcT+WV15c29xx+k/hmbWs7KXwCA4UPVDc37BqhYLQ9YcInPk7aqUKiZU56kwFmWExRbqubZ9W2PdsiWO/dkgthQoLAvolgwyqUIUggpAh4xa3yly4dzDBXOMabWhTIgUWE6894naLz+FFuUqxCJfP++A5d9RblwQvadzhDj3oQTLJ/MVfdKWrXtc/xjFkyGhHuxzPD2YwW9hCYxpzkpNYYDgHejrpjGc8/vgzj3k0p7nBbAGI2X+ex6MWoYjOqlIidbSh8ZNtSC1KjqbMH/zBMIahRs1KVjKGMYY2SUCgTKLMyCTu1A0edp+qm9pUiEhtLVDEJSMyM0adJgepBLfJA/CcPzrflSXzQyaZnOAElamMF175Glvc92Nvw4tr+/5L/TtQvlkhOFAEioDi+IYN+G49cUevYt+vHRHrDpH2MKDAc0lsLFDG55CnmgfR0xfU/m8lNkJYpYCeCSSQPeyhOc1pQhNDmyOQT84Zd8i1ApXM2Rb3GUNwHft+kd7MFRdGMIKNbASgJS1z1SsxBKGE6lT9OchButPdYPYsZSkTmQhAZSrjh5/ebciIiufeu1+RevcJ6ozMHPvYdW9OzYOL9GzZ2+GDD0qUZc4ZLSBQXLjTZRIJx64ZbH2Hfu1IuvaYzIgYTLzcqX3iF4zsrQtt/t70Zj/7McaYc5yjMY3zPLY47scKC8GBol+EuNQyhFqlImzVXp5OXY0qJR2ApEsP3jxQBDJnOyzqVsGkcnnEpkaYVnUn6eZjrFvWwaF/exKOXwORiIyIONKehGBWvQIm7s48m/E7SVcfos5QgCp3L/jdll9QY/8C7Hu2LKzLFTAgf/M3BzhAP/rRgx6GNidXPPDINd1AoASQi/MEIDMijifjlxEwewNev3+Nw3ttSrUjpTZZDuha1DKgJdlxwAEvvPDFF0ssDW7fy6lq+k5by4yO58mU34jcdPiNfZXpea9EUlwojnpPpY0EEuhJT25xi7nMZQIT8jVeiZILXMADDypQoWiMFDAIPmN+frPzRCzCqnUdXD7uQeLlB6gzVVg0qILM3hqZky3K+GQUCcmYenuQfPURSMSkPQokPSCcuH8ugUiEQ//2RG05DsrsYr3RO09rX6fe9uOyYy9sujbCqlVdbN9thlWDt6uIdZzjAMiRc57z+XKgCAgUFkIEih4wtMfzybTVhPy4Nbt46XNEMinqzOcbERGY1aqE44cdsWxcDfNaFTEq55DzwHySERFL8C/bid1/IceIF/MGVWlwfV2hrCVgOHzxpRrVUKFChoynPNV5+iwgUFhcqTQgWxWr3BAZy3Cb9hGes0cWsVWGYwc7SCaZIQxBRvHShIkiihOcoBGNqEIVg9qiRMk85uGPPzOYoZfqWP4KP9Yd/opOQ+Mxisu9QsjL1L+xDov6QvldAV3WspbRjAZAhgw58nzpCg1iEH/xF6aYcpazNKJRUZkqoGfOidvqapgASMQ4Du5KuVHdsGpeE5G0cJ6dp9x/SsotX6L3niP2wAXUGQpkrvaa9P/XRJ9btKhJzd0/FFg7ZTKTWcISXHDhP/6jEpXyPNbQ+7Gi5MW1zR+j/wiUGb8JESgCpYSMyFjudJxI2uOg1z6lRSKm+q55AFi3roPUxrLIbDJytqPSws+R2lgSMPP3bB+wdj1aFNnaAvojlVRUaKKNMskknXQDWyRQWqm8chIPun2l2ygWY1LRhYzIOFRJWQJ5ankmQXM2os5UYN+zJVbNaurZ2qKnP/0NbUKuOOLIh3xoaDMAkCBhNrP1spYyJY3HH/9I1LYTdMulj7ScPYpXNMeM3J0E54lAjlSjGiJEqFHjjXe+RZkPcQiANNI4yUnBgVKKEBlLUafrpgQaudjh9GEHrFvXLdS1zGtWxLxmRZw+6qLTHrX9JL6f/4wyLucS1MkX7nPZpQ9IxDh/2pOqv03O17qLWcxkJmOLLaYI5agFDINQY7YUknjPn8vOfUi79zRH54nY3ASHgR2pe3UNrRWnse/ZEvueLYvUeZLqE8CTaWu413MqAdPXZvdOi0V4zim9T4bLEnWpyyIW0YIWLGc5lSnb6vcCRYf9u02p8e+Puo0qFe7fDKV59AEqzP9Uo8X0EsHz/+R288959u06VPIMPVprGG5yk81sJp54Q5tS5kh/FsadThOJ3nYi2xbXvL4X9a6sofGzHdkrSIlENHm2Q292vowvvtSmNh54cIpTBrFB4PW0oQ1HOcpiFmvTGfLDcIYDYIcdPelZyNYJGJL69zZla8sIieb+u1/hP2EZmTEJOYwqXBwHdKBF7D+0yjxJtR1zsGiey8MKpYqIVfu45NqHjKi4fK3hiqvgPMmFF2WM9fmvLCKk8OgBfYaMJZy/w53WX+Z4TmJrSa0jP2PZqJretAAUSamErtytcZrkgsTGgoY+f2LsVPKqgAgICBiey5X6k/E0XKfNpKo7DW6uI/X+M+52nawRujaSgTzr6ZyRuyNV1n6F/TvN9G2yXrjBDZrRjEwyscCCGtRgLWupS85PIjPIYBrT8MOP2cymAQ0KzZbznOcGN+hHP8pRrtDmLa6ErT+I3+ifs1XAUImg0v5ZuHXrQPzpW9zrOCHbWPfZI/D8boSeLNVlNKNZi+b7uhnNuMhFg9ghULT44YcjjlhTeOKeAsWDiD8O83jY/FzT9gGsOzSgzomlerMpIyqOwAVbiNpyFEVkfPYOEjGtFaeL3I6ykMKz8DP9p/BMW132UngEB4oe0Ocb9lbzz0m6dF+nTWJnSd0zyzGvlfc8wYKiVql4NPh7orcd1354i4ykGhHZV5FJqL5/Pg7vGLaEpICAQMlGlZnJ/d7TSb33jIygSG27xNaCFrH/aI8jt53AZ/C8bJtaIzdH6l1eg7Fr4eg9FRe+4it+5medto50zPWp9QpWMJaxAHjhxWMeF4od17hGU5qiQlWo8xZHovecxffTn3RKEgOILUyxblOXSkvHYublDsB5s86a8p/PMa7kShP/bXq191V+4ie+5msAhjCEzWw2iB3RRNOb3vjiyxKWMJjBBrFDQKCkErjwz9c+vKy8ejJB8/8gIzwWq5a1qXNiqV4ergYv/5un45dn02ppmX4csbFRka5dFhwoi0aDadH+GnVIy4Cpa8qeA0VI4SllmNbNni6hjE3i2ZwN+Hz6EzH7zhbaWqqMTO71nsZ54w5ctO9BwoW7+H22mOi/jut4vl91ntj1aU2dcytonXFKcJ4ICAi8NWKZjNr//EzN/fN12pVxyQT9uEV77PRhRxr5bsXITddRkhEchd+Xv+jFVn0SQHax7hvcIImkHPu/rKWQX12F1/GQh1pdJD/8kFPyqsu8CVWmAp9hP/DwvW+yOU885o6kZdIRah36Ues8AVBn6KaQVV5u+Ipgk5nMetazhCWsZrXB7Pgf/+MCF4giiklMMpgdAgIlFY9pg2kpP0GVdV9hWtMz23n/sb+SERgJGQoST93kvKw9T776jYy4RK5WHchV74/IiIkvNHvCN/zLtRqDCfttT3ahW4BSXCVPoPQhiMiWMqos/oLINfuztcf+fQaAyN8PYNOlEapMBYnn7yKxsqDy0rE4vN8WRWIyd9uOR2xhiuf8T7BoUJWEUzeR2lrwsN93KBOSMXJ1wOGDdkRuOowaNGHxgCI2kXtdJmNWPXtJPCM3R5yGdCX52iO8/pyJiZN9kf4OBAQEyiYW9aoidbFFEZ6VTx178CLuX3+kPTat6EqDe5u5VnWQTiixWqEk7ugVZI42pUa8swtd2MlOnbY44jjGMd7jvWz9P+VTAgjADz9mMavQ7PDGm8pUJphgZjITY/QYX6wnwlbsJnLzEd1GEXj/+S1Ogzprm0KW/03Iz9uxbFodl896E75yLwD2/dpj383wDxTEiBmJ4fXIvPDK8bVA6UGNulAdtQLZERvJKDeqJ+VG9STFJ4DbLb5AlZKG88huhK87pNtZqSLk522ErtyNOk3j3L3s0AuTqm7YtKuPMjmNlDv+pD0OwqRyeapvm63RGBOLiTt8ibDf9mLq5U61bd+BTMqtpqNJe/AMkZEMs1qepFzLPfJQYmWeXQtKQKAYI6Tw6AF9h4wl3/HndruxqHJRwEZEttxIy+Y1Sbr6CBRZ5RXFFqaoktPIKyIjKdW2zuLhgNmaEHkjKW5fDaT8F30LrRSygMCbCCecd3gHP/z4lV8ZxShDmySgR9QqFT4jFxC1+Sio1VRaNp6o7SdJfxpK5RUTcOzbVtNPrSZk1R6iNx9B5mKP1MqMyD+OgkhEldWTKfdpLwNfSeHwH/+RSCKTmMQjHmGGGbe4pbdNaSiheONNMsnYYYc//thgo5e19UngD5sJ+GZdVoNMQo19C7F/t6m2yW/cr4Qt36U99pgzAueh7yCxMEXmYKNHa0sGe9iDL76MZCQOCPcQpQUlSvrRj/3sZxCD2MQmwZFiAGL2neNB/+90ik3IXOzIjIh9rX6KFrEox3LFEltLTL3cSL7yME922HRvRq19CxBJJHk1vcCUhRSenz7RfwrPV7+XvRQewYGiBwz1hk04fxufEQuRh0Rp/sKfIzKWoZZnvmbkGxCLQfWK7LJUQtUN03Ee3AVVpgKRRIxILGSI6ZsLXMAaa2pS+kq05pUFLGAGMwBwwokIIgxsUfHmHvfYznba0Y6OdDS0OYWGPCQKdUYm9/vOJPW2v7a9ke9WTKu4Zet/rfpg0h4Fao+ldpbUv7oWk0rl9WJvURNDDAc5iA8+OOHE53yOMcasZCX/8i9DGMIABhT6uhe5SAuyStTf5z41qFHo6xiCzNhE7vecRuqjQDxmDiblzhPkgRF4fDcCm7b1dPqmPw3lapVBOt+dzqO6U3XdVD1bXfTc4hYPeUgvemGOuaHNEShmXOACLWmpPX7AA6pT3YAWlW3UKhXJ1x6RcO4O9n1a83T6WmJ2vl0FLomDFcroxFzPG1Vyxa5nSyr//Dliqf6SIQQHSuEjOFAEiozi8IaVh0fjN+YXTDzL4fBBO+69MwVVUqr2vEO/9qT5BpFyy0/bZuzuhDw4Clk5OySWZsifhmHk7kzFhaNJfxKKZSNvLBpVQ2JmjEiPH4ACOTOTmcxnPmLE7GRnjiH6ZYH97Kc3vQFoT3tOctLAFhVfUkjBAw9iiUWChK1sJYwwetMbTzwNbV6hcMGmG8qErGg8IzdHGj3eisRUN40kZPkunoz7VadNZGpMw3sbMS0lTpTJTGYJSwAYz3iGMpSGNARAipQggnDBpdDWSyWVKKJoSUtCCMEDD57wBAlF/6SxqAmY/T8C52zMapBJaSU/kaMIY9jqffiNWaKb9y8W0chnS47OvJKEDz78zM944cUUpnCFK7SmNQoUtKENZzhjaBMFihlhhFGNaiSSiCOO+OIrVAMqZqgUCpSpcmJ2nsLIzZHo7afIjIwj/VkYqQ8DQKXGrE5lUu891XyuvfTZZtO5EY6DOuM7YoGmQSrBpktjPOeOIiM8FpsODbJ9/+qL4rAfKypeXNviUfp3oExeX/YcKMKut4xg7OJAzd0/aI9bJh4GQJUuJyM8FuMKLohEIuThMYiNjcgMj8GkcnnUmQrEJkZ6Ca0TeDv+5V8AVKg4wpEy60DpRS/+5V/88GMIQwxtTrEmmWRiiQU0YdWDGUwmmSxiEf74Y4qpgS18ezwXjcb/s8Xa44zgKJ5+vQrr1nVw7N9B215+7Puo5HKefZUlnKlOk3Oj1nBqHVuCdcvaerW7KHjGM+3rpzzNFjZfWGH0aaTxiEe8y7s6EWCBBHKLW1qnTUnl6bTVBC/aqtNm7O6UzXmiSEwh+dojIjYd1m4wxKbGyMo7UPfscoxLQWrre7zHAx4A4IADaaShQJMScIlLhjRNoJhSjnJc4hKnOU0XugjOk2KIWCpFbCXFZVQPAOy6NtU5r1arEYlEpAeEIxKLQCRCpVQhNjHC2NkOAOdh7+ilqo+AgCEQHChlHLGJMSae5bTHxi4agVeZraWmQRB1KjGMYAS3uIUJJgxkoKHNMSjv8I6hTSgROOPMPOaxmtVUoxonOAFonhDGEVcqHCiuo3vj0K8dd1p/SdqDACSWpoSt2E3Yit2IjGQ49Gmt7es+ZRDKFDnBC7egTtekParS5IT+uhOLelWQmJfs38csZvGQh6hRM5vZ1Kc+v/GbNoXHGee3XuMSl+hKV5JIQv08kV6ECDVq7LCjAtmFxksSMQcvZHOeiIyk1D66WKctIyKWW01GIw+MQGL9PI1FLMbrf9Nw+rD0pMq9XNEpiSQGMIClLMUPP6ZS+tKTijNy5ChQlIi0qerPfwRKJi8cIyYVco9YFJwnAqUZQaRCQKCUMJaxBBFEMMG0o52hzXkjj3nMJjYRSig/8iODGcx1rhvarDLHN3xDMMH8wz90pzsmmDCBCbjiamjTCg0jO2sa3t5Ak8CdOumGCWduEn/+jk5fz+9G0DLlKC6js0Rko3ee5lrVj0gPCNebzUVBXerygAc85CEBBDCa0dhiy372049+hbLGetaTSKJOhY3OdGYta7nClRItBhr62x4e9Jym02ZerwqNnmzHtHJWmpc8OJLL5d9HHqiJvlEmpFBl3VQaPthcqpwnAJvZTAtaMIxhfMqnuODCYx6TQgpzmWto88oMl7iEM87YYMOf/GlocwQEBAyEWKX/f2URQQNFD5TmnDsBgYIQRBA1qUkSSdhjTwwxgCa0N5RQA1snUJqJ3HKUp9PWoM5UkBmhKXds5OFM0wDdcr9qtZrYfy/xoOd0rfBndDsruh3ejrFx8X/C+zpeFXZ1x50VrKAXb1956A/+YChDARjCED7iIzrSEWkpCHh9OOA7ondoxBVNvdzw/vMbLJvoCuIqklLxn7CMyP/9o22T2FrQNPBvJBZmerVXoOzwMR+znvUANKYxJznJWMYSRhgLWUg96hnWQAGBYkBp3o+9uLZfRuhfA2XihrKngSJEoAgICOgdH3y0od8vnCcA6aQbyiSBMoLTR11oGrQLZWKWiHZGYAQhK3bp9BOJRPzV7TrXuyRo2xxOJ3LBqSfyiFi92VsUhBCicxxEEAMY8Nbvv3vc41eyhHgVKOhK1xLvPFGmppN8wwenwV0QmxojkkmpMP/T7M6ThGRuNhil4zwBqLL2K8F5IlCktKKV9nVLWrKEJWxkI0c4wkhGGtAyAQEBfSJEoOgHwYEiICCgd1rRira0BWAQgxjLWNrRju1sN7BlAmUFi8bVdI6Tbzwm5uAFFIkpAKhRM5nJfLXvNpHl5dp+0kQFj4fNRxGfREmlN73pSledtgwyuMCFt5p3OMN10vCuce2t5isOBC74kwuWXbnZ8BP8Jyyn8dPtNIs+gOMH7XT6KRKSSbr8gHS/LOeUTceGVN83H6cP2uvZaoGyxnCGc5azHOAAS1iCMVlVTkwwMaBlAgICAqUPIYVHD5TmkDEBgbdBjlznRk9AQJ88HDSH6B2nkDpYoU5XoExIxqxWRRrcXI9IKqU2tbnHPWqdt2JlmzqI1FmieEZujtS/sR4jRxvDXcBbEEwwlalMBhnatmpU4yEPCzRfJJF440088YBGOPZ3fmcUowrDXIMQ/r9D+I5apNNW7/LqbJEnkdtO8HjI9yCTYuRojTwwEotG1ah7fgViYz3GUgsIPEeOnO/4jlBC+Y7vqEzlAs0TRRSjGEUMMSxnOQ1oUMiWCgjoj9K8H3txbcuH6D+FZ+wfQgqPgICAHrjDHbrRjY/5mBRSDG2OwRCcJ6WfDDKYwxzGMY5w8i/C6oMPP/NzkQgMV9/6Ha0yTlJ13TSUCckApN57SuSOU6QHhHOMY/zIj/zcagd1z67EolnWxjkjOIq4w5cL3SZ9kEYal7ms4zwBsMGmwHPOZa7WeQKaCJ4a1Mh9QDFHkZRK+P8O6bSJzYwxq1lRpy1y+wmeTvkNtUKJOk2OZbOa1L/1P+qeWy44TwQMhjHGLGQhm9lcYOcJwEIWcoADXOACX/BFIVooICAgUHIp2YnJAgIllBGM4AY3AKhABb7lWwNbJCBQNPzIj8xmNgC++PIv/+Z5bCKJtKQlMcRgiikPeIAnnoVqn0gsxrp1HcxqVST13lOk9lY8/mgeIiMp9a79zle1v9J0bAX1zq/kTocJJJ69DSIRj4f+QGZkHG6TPyxUm4qSNNJoRjPucAcnnLDBBgcccMSRxSx+8wS5YIFFtraX9Y1KEoqkVG41/Jg032Btm5GHE/UurdYpZe37+WLCV+/TGWvTsSEWdavozVYBgaLEFtscXwsICAiUZQQHioCAAZAhy/G1gEBp4+WohJdf54UoorSb8DTSCCCg0B0oAFJrC+rfWI88OIprlQYAoM5QcLPuCOpdWYtlI41eikgi4d9jLhiPukajPzXv2/A1+0uUA+UBD7iDpnRzJJHYYafVPhEhYg97CjTvLGaRRhpb2EIKKXR7/lMSSbnjr+M8qb5vAQ69WmbrF/33aZ3jSisnUu7Tt69kJCBQXPiar1GjJppoZjDD0OYICAi8AX0LuwoisgICAnrjD/7gIz7iK75iIhMNbY6AQJExjWn0pjctaclKVuZrbGUqM5axWGBBf/rrVJoobMQyKaYVyyG1eymHVw2PRy7UHt7lLtONvmHHhz4oxRr5sDS/EO60H48qI7PIbCtMqlGN6lQHwAUXHvFIey4/0UGvYoYZc5hDZSqjRElDGiIugbcYCWdvcb/bVyDW6N1YNKiKXZdGOfZ1HNwl60AswmXEu/owUUBAbxhhxLd8y6/8ijPOhjZHQEBAoFggiMjqgdIsWiQgICBQmojccRKfAbO1x9bt61PnpKY071OeUpWqKFDQ+KQdizvW1PaTWJvT6Ml2jOyK/2d8Msnc4x7JJNOFLqjR3AZ8zuf8xm95mkOFirWsJYooxjIWG2xYz3o+5mMAJEjIIKPEOVEe9puljSyxbF6TOieXIjbJ0moKXbGLmP3/4TSoM87D3yVy50nij1/Hc+4ojJztDGS1gICAgMCbKM37sRfXtmqg/kVkP/+r7InICik8AgICAgICz3Hq3wGZky1+o3/GuLwDNQ5kRaBUpCK72c1+9vNe856ITZejStOUOFYmpPB46A/UOrgot6mLDRZY0IxmAJzgBP/yL4c4xElO8h//0ZLs6Sqvsoxl2ui5a1xjH/vwxhsRItSoqUnNEuU8yYyJ52bj0cgDsoSObTo00HGeJN/2w3+sxpkWf+IG1h0a4NSvA079OujdXgEBAQEBAQHDUHLubgQECkAIIXzN16xilfYpq4CAgMDrsG1Xn8Y+W6hz8lek5qYk33zMFc/+XHbtS5uz7vzO77xr2otKS3SrUogkJe8rtT3tSSKJBzzABx++5us8jQskUPv6Fre4y11+4AfUqLHCii1sKSqTCx21Usn1OiOQPw0DleZ7wnPBaCrM+1jb59HQ77lZb6T2WCQWlcj/bwEBgYKzkY3UohYf8zEKFPkam046oYQWkWUCAgL6RPj2FyjVvMd7/MRPjGEMm9hkaHMEBARKIEE/bkUeEE5GWAx3Ok4g6YYPAOU+64PXuq8x9nDCtIYnqQ8DuNf9axTxSQa2OH944JHt9RKWMJSh2mphLzjDGVrRiiCCaEpTZMgIJJCGNOQwhwFN9aS73NXfBbwlGRFxZIbqVgxyHNgRkUijgxK6Zj9RfxzVnhObm+K9dRbG5R31aqeAgIDhSCedT/iE+9xnPevzJbgdRBBeeFGe8nzJl0VopUBZ54WIrD7/lUWEFB6BUk04WeHYYYQZ0BKBkoRaoSDp+mNMq5RHZm9N0k1f4k/eQJmajl3XJlg1qU7a0zCCl+wg8dJ9zKpVoMrSLwn6aTsxBy/gMqob6kwlithE4k7cQGplRrU/v0EeHEng/C0Yudgic7TFZWgXTKu4kXzvKdG7z2LZ2BvTiuUwq1aB9GdhIBJhUsHF0L+OMo/EwizrQKHidtPPaJV5CgCXUT1wGdWDKxX6IQ+MIN03mLBV+3CfPthA1uafr/kaa6yJJ56xjGU3u5nMZACOcUzns3MYwwggAIDv+Z7LXAYgk0wqUIEAAnDCqUgFfwsbmbMt1m3rkXDmFiIjKZVWTtR53z2doit+bFzBCcd+7fVtpsArZETGkRmXhNjYCBN3R0QSCaFr9pFy7xluk/oTf+I6ijQ5sXvPY9m0OpXmf0rcyRtE/nUCVXoG8sAInAZ2wr5HM3w++ZnMqHismtfEpk1dxFZmBC36C7t3m+Ay/F2itp8kLSAC8xqeOA/ujFgmRRGfRGZ0AqZV3Az9qxDQAzJk2GJLFFEAOOGU57EHOUgwmspeq1nNcpYjQlQkdgoICBQ9goisHijNokXFncMcZgpTqEhF/uAPbLAxtEkCBibVN5iYgxeIPXARl4+7YfduU242G4M8KAqpvRUiQJWhIDMyDpFUgvv0jwict1k7XiSTUufkEu71mI4yIUXbbl63Mim3/XNd16pZDZKu+aBWKLVtxu5OeG+ZyZ22E0CtSTITAbK2XmSe8QXA8/uRyENjiDtyFWVyGuY1K1Jt0zSM3ZxQJqeiSEwl1ScQq+Y1kbyk1yBQeKQHhHHVc4BOm03nRtTY8wMSc1MAbjX7jKTLDwAw8nCmwY11yOyt9W5rYfAHfzCUoQBYYUU88dqb/drU5h73APid3xnPeFJJBWA60+lLXypTGTuKt6DqAhawkY18trkpTUaHIivvQJVl47FqXRepZZbDTK1W859pJ9RyTZUlkZGUhg//wLRSeUOZXupRyTMIWbUPmb01LkO6ELRkB0GLt6NWqjDrWJPqP48n9e4z7vaYjjpTgQiQWJrh8mkPQhbvADSf0+pM3RQLtykDCF25V6tb9AKz2pVIvftE1wiRCJ7fHhuVsycjLCtCyaKBF94bp3G77QQUcZpoM6m9FQ1v/Y7PsEUk3/LFsX97TDxdsGxcjaQbjzHzdseh55u1hQSKN3e4w3rW05SmDGJQnsfd5jbNaEY66XSmM0c5+uZBAoVOad6Pvbi2tf3BTKa/dVMz4dMdZU9EVnCg6IHS/IYVEChOJN30JeW2H44fdiBs9X6i918g6dIDxCZG1Dq0kITTt3g643edMdadGpBw/EYuM2a/eQaouPBTnk5bq9Mmc7ElMzwu13lMq3mQ9ihQt1EiptynPQhbtV+nWSVRI1ZqNqxpVmpME3WfVDl+2AHH99vwYOA8eO6QEZuZ0DRoB8E/bSP20CVcx/TGvmcLZA7WiI31KMleSglc8AcBr/ztVN0wHefhmtK18pAorlToB0pNPKuJtzuNHvyBSFzyMmWTSKIxjQkhhGlMYyYzted88eVHfqQKVfiKr1jLWsYxDk88OcEJ3HE3oOV54xnPqEhFUMM+p6bYRmveH+4zhuD5wyfZ+kdtP0HArPWYeLlRY9f3wvvpLVFlZCIPicbEw4nM6ATudpuGPCgSYw8nlImpqIF0X83Tevu+rYnZc05n/OOuKlq6vkPUBt1NqEmlcqQ/yT3S1KZTQ+JP3NA6Rl5g7OmC/Fl4LqNyxn36IIIWbNVpM2/oTcp1n1zHeC78FPmTMKIPXMC0oguIRNh2aojHjMGkB0QAYOYlRLOUVvzxxwcfOtIRY4SHHYagNO/HBAeKfhEcKHqgNL9hBQQMRcJ/d3k6cz3ygHCMKzjj8F5r/MevAEBiY4EyPlmnv2XjaqjS5KTce6rTbtWmDoln7+hOLhFrN8KuEz4gdOnf2lM2HRtQc8/33H/vW+KPXweJGJmjNdW3fIvfhBWkPniGVfMaKOKSUcQnkxkVj9TanDonl+I/fjnxJ2+AVIKRkw0eM4dgVtWNO12/ApUaNWpEiIh2z8QhSPMNGOCdQgUfcx3znIe/gzwggvhTN3XanYa9Q+SmwzptRi52KJLTQKHEe+M0nAZ0QJWheZouNtLjt2wpQJGazo3qQ5AHajY7dc4ux7p1Xe356zWHkvrgmfbYpEp5Gvv+pW8z35plLGM84wEoR7k3Ch+qUJWoijsxxFBBVYHl9apS5a6Ftr3a9tk49u9A9N5zPB65EKmVGbWP/yKkaBQQZXIqivhkjN00qQ5h//uHgO83kxEUhVqhxNTLDYuG3kRtO5HrHDIXOzLDY3XaHjRNpNbkT1EM+AuxWuNcVgOVfhzN0+m/g1KFSZXyyJ+FI7YwRZmQjNjEiHrnV5B48T6hq/eRHhCBKlWOTYcGVP7lC+698zUZEXGIZBLMa3iCREzS5YfInG2x79WS8N8Pate3bFyNysvGcbvdeG1kEoB9n5bE7P0v12sxq+Gp8/mgHdejOTEHLwKaCCe7bs2otnEqAXP/QGxugud3wxBJJG/6dQsICLyB0rwfe3Ft6z7QvwPl478FB4pAEVCa37ACAkVNql8wvp8tIc0/FJFEjOecEZjXrsT1+p+AKku9SmpnhSI2Mdd5HD5oi1n1ClnpOCIwr1eFOseX8OD9WciDo7Dv3RKZnRX2fVoRte0ktp0bYtO6LimPAsiMjMOqWU0dp4MyNR2JmUm+rkeVkZnNcZHmH0JiVDhzy/1CZFwAX1afg/scf9abbGLphIt8PqUyXY9UwTzDBOuWtai6ZjIhy3YTMPclYWSxCOePuxOx9iC5IXO0wa5bUyI2HQERGFdwwXPWMFxGvJuvayjLyIMiiPjjKBb1vTCt7sGjgXOQ2tlQY+ccEi7e436nSTr9X3WylAReTuGpSU1tyk5p4lzjgXAtRHtsUrEcjZ9sJ/mGDzcbZkWhmFavQKMHfxjCxBKHPDQasbEMdaaCJ9PWErntJGp5JjIPR5wuTCe04tfZ0mrs+7YiZs95nTaxmTGqVE2aTYU5w1HEJhGx/SQxqiiCK6Ww8bcYDtW/zskH29lwbT6VH1sxuPs8mjfvhyI+iYzwWMyqVUCtUiESi1HJMxBJJfl2QijT5EhMNZECqoxMlMlppPoEYVm/CmITY9IDwok9epWYPeexbFELz2+GcK/PTBIvPsC0siupDwMQGcnIjNREJlZc9CnPvt2AOiNTZx0jd0cygqJybbNsVp2M0FjUCgViMxOcPupMxdnD83UtAmWPaKKZxSxkyJjHPKwQ9h+leT8mOFD0i+BA0QOl+Q2bH8IJJ5hgGtCgRD2tLAzUqFnPeiKI4Au+ELRYXkGZmo4iIYXoXWfIjE0iaMEWkIiptX8+99/7VkdrRGxqTNU1k3k0dL7OHBYNvEi+6QtqMHJzxLRKedKehCExkWFR34tqm6YjNjYi6aYvUhsLTCuW0/dl5ptggvmZn/HAgwlMyPa+iT16FUV8MmlPwrDv2RwjRxuu1/+YjNAYpPZWKGISdXL5Tb3cSHseGq9FIsYtZjnJcw+RtvMqYnMT3L8eSLkR3fR1mSUStVrNf0YdtJo2Mhc7moXt5V6fGcTty9oQ1jmzDOs29QxkZcFQo+ZXfuUxj5nEJKpQxdAmFSqpj4O47v2RTluVtV9R7pOeXKs+WCfVztjDmSYBO/VtYokj4PvNPPv2fyASYVbNndSHuumKf04L5IM/qmASkqFtE0klNI/aw4P3viP1USDW7etjXN6BcqO6kRmbhFgmwbJRNW3/KKI4xzma0pTyaDRo0khDihQZxTeaLuHSfYwcrDGt4kb8uTtE7ThF3PHryIMiMa/hieOA9jyZskpnjNjUCFWa5nclkkp0tLMAqu+YDSoVT6asQmRshJGrPR5TB2Lfvbm+LkugmDOIQfyFJgLyC75gBSsMbJHhKc37McGBol+EKjwCeuEe92hBC5JIYghD2MzmNw8qRfzGb9rSdRe5yEFyjxIo7aQFRBD992nse7dCamnKFe8hKBNSdG4YX/D4059RJqbqtBm52mPfszlmNT1Jvf8MibU5tl0aU2XJGJQp6STd8sOxT6tcdQos63sV2bUVNm64sZSluZ6369I4W1vzkF2oVSpU6RnEn76F1NqcJ1+vAbGI6ttmcb7Gh8gSs27GFTZSZq55h8+XVNa2PR75I5lRCSTf9CUzOoGqqyYKaQyvoM7I1NnUZIbHErLsb2rtnU/U9hP4T1xBZlgMAXM2UuufH0uUboYIEROYAGg2qFOZSjzxfMd3uOJqWOMKgZSbj3WOrVrVweGDdtxpN450/xCdc1U3z9CnaSWCzLgkHn44l4T/7qKSZ6K0kCBSoXHvqtWk+YVkGxPlLmfqiQfs/t+3KDMyUcYl4TapPzIbK+qe/CVP6zriyHu8p9NmimkhXFHRYt2spva1Tes62LSuk71P6zpEbj1OelAkNm3qIg+LIXjRXyASYVrVjdQHATr90/xCCFn6tza6Jd0/hHvn79Lo/gbu9ZpJRkgU9n3bYNOmDk4D2iO1sSzaixQodrwQ9371tUDpRt+lhYUyxgICRcgxjpGERq3+b/4ucw6UZzzL8XVpJ80/BJU8E/ManqQ9DeNerxmkPtcgeTJ1DU4DO2ijS151ngDInGxxeL8NwYt3IDKS4vRhByp8MxSpjSWN723MMR3GzNuj6C+smCMSi5GYmWDfrRkA9f/LevJkcmsCh+dMQ5yuoopjXfaPDMJif/bQ9uAlO8iM0Nyc32o3gfLj3se8RgVMvNww9XQpUQ6BokBsbIRpTU/S7j/TtoUs+xubTo2wbFKdzOfCwwknb/Bo0Fxq7PreQJa+HT/wAz/yI6CJiDrEIQNb9PZkRCUgNjVGlSbHaWhXvDfNJOSXHSScuaXpIBYhc7Sh6qaZ2LStb1BbiwvpodH4DPkBRWIqppVdiTt6VXtOEq8k0SYTq+dRIGY1KyKSiBEZG5HkCsva72ff56EMFQ2l0qLRhrqEYo1Vk+pYNamu0+Y8pS/rjDeCQknPVe2J33ORlDv+mFYpj+sn3YnZd17rQAFArebpt+tJf+7Aitp6nKitxwlcsIWM0BhERjLqHF+McTk7Uh4GYN2ytk7FKYHSxS/8ggIFRhjxAz8Y2hwBgVKF4EAR0Atd6Yo11iSQwId8aGhz9M4EJnCBC4QRxhKWGNqcIiE9OJKMkGgsG1fDf+JKwtYfQpWSDkDlpV+S+jBA6zwBQKnSloAFQCwCqQSLulUQScVILM2o+fccpJbmiBd1ZTzjMeIaKxiufeYoiKDmn1YVe1J5YyNiiaUmNQljEXMrz8TzgRltTnkgiZEjkkkRSbOcKhlhMTydukZ7LLW1pNGd9VpxyLJKo3ubCfxxKwFTVwMgfxLKjZpD8fzpc0RGMq3WQczuszybvR7P2aMMaW6BSCErfS6Z5Nf0LBn4TVhG2K9ZotCOg7twu91Ykq5mVU+xaOBN/atrcxpe5og9cgWfkT+SERGrFdZ+NUoHYP9nYTSJrEEbcVsqLx6D1CpL+NqNiYwjmNa01pvdpYHvHBZp7xeezBjLshlrdM7X2vcDISv3ErpqH4rYRKzb1MWiViVidulWLZI/r/CjzlTgM2wB6QHhWvFbi0be1D60ECMnW42GjakxMlshWqU0UJGKZTrauawiRKDoB0EDRQ+U5py7/BBNNKGEUpvaiBC9eYBAsUWtVhO95yypjwJJexyMkbsjQT/8Ceqcy/VaNa+Jfc8WOiWExeYmNAvYTsS2k8SfuEGFmYOxbOgNQCKJvMu7XOc63/Edl7nMPvYBMJKRrGe9/i5Wz/zJn2xlK73oxWd8ppc1b3ITU0ypRjUUSamIRBB7+AoPBszRlLcQASrdrwqvNZMxcrZFEZ+MRdPqGLvYISujYeLJt3x5MmkFCc+rIkmsLTCtVYHk/+5r+4gtTWmZeMRQJhaYGGL4nM+JJ56lLKUGNQxtUoFJOHebO23G6rQZuTmSEZwl4Flh3ihcPumJkbOdvs0rFqgVCh4NW0jCuduU+6wX0TvPkHzLT6ePaTUPbDo0IOHMLRIrSfl1wAluDMrkkOgQddGPYPJd7vKMZ7zDOwbXP0kiiQwysMe+UOf9gA/YxS4AetFL+x34Mn744Ygj1lhr2x4O/p7Eiw9QZSrIDItBbGqEMikNyLkSkNuk/ph4uuA3bhmIREhtLKi44BNcR/ciMzYRsamxVkxXQKAkU5r3Yy+ubWMf/WugDN9b9jRQBAeKHijNb1iB0o9aoSDVN4SY/f9hUrEcTv3bc7XWcFJfSl14Wag0Jyov/ZLyX/YlbO1B5GHRWDbyxrZLYyQmOd+UbWADIxkJgBgx7/M+O9EIOY5hDCtZWWjX94JMMjnDGSpTmYpU1DknR85e9uKBB80pOpG+IILwxBMVGpf+He5Qm9oFnu8yl3mP91CjZhe78m27MjkVtRrCN/zL05nrUCVrbsKRiHGfOoig+X9mdRaLqHVwIfbvNi2wvSWZ6N1nePjBLJ33gchEhjo9q+JGy4wTiGVC1JShePDBt8TsOqM9FluaoUrS1QZorT6rb7OKBWqVishtJwletovkyw+17TYd6hN/MqtcutTeinrnlmFe3bNQ1o0mmp70xAcflrCE4Qx/45gznKETnVCg4H3e52/+fuOYgrCDHUxmMlWowi52YUd2p9p5zvMu75JKKmtYw8d8nONcSSRxk5vUpa6Os+N13OUuH/ERKlRsYUs259Q4xrGc5dhhx3nOU53q2eZQq9WkPw3DZ+QiZE62eM4byY1Go7M+y4GK8z8hcvtJUm77Zw0UgX3v52WZJWLKfdYLkUiE08COSKzNsahZMdtapZ1QQjHCCAccDG2KQAEpzfsxwYGiX4QUnmJIMMGMZCRppLGa1dSk5psHFTFq1KSTXiIE2wqTAxxAiRIZMn7jN1rSkhmUXlFBtVqNPCSakOW7sO3QACNXB240Gq1TdlERl6TrPNEM1L40dneiwnfDiPr7DFIbC8qN6oZtp0YAuH7eO0921KAGYsSoUFGNaqxkJXbYYYQR85j31teZE+/zPgc4gCmmXOAC9ainPTeIQexmNyJEHOQg3SiaCjWi5z8veNtqVQtZSCihAMxnPgc4kK/xEgtNfrzbuPdxG/c+8efuEHfsGs6DOxP883bdzio1wYu3k/jfXVLuPsFtYj9s2pUd/QiH99piXq8KKTd9tW1SB2syg6O1x1F/n8F5YCdDmCeAJhVNi0iUzXli1qDkCEwXFmlPw7jReLSmBHwOPnDnoV2w69YMiZU5Vs1qYOZVHnEuju+CsJGNXOISAJOZnCcHynnOo0BTDvkMZ97Qu+CMYxwRRBBMMOtYx9d8na3PZjZrU9tWszpHB0oqqTSlKQ95SGUqc4MbeSopW5va3OFOruc3oSljH0ssBzmYowNFJBJhWsmVeqd/1bY1D91F+KbDJJy+hWVDb9ymDEARn/yKA0VMzP6LmtdKFWEr9wIQumIPAHbdm1Fjx2zCN/yL1N4ahx7NtN8XpZF1rGM0o5EhYw97eJd3DW2SgECOCCk8+kFwoBRDZjObYxwDYBKTOIJhw75DCKENbXjCE77ne2Yy06D26IuFLGQ60wGQIkWBgn/4h4Y0pCtdDWxd4RH2v3+IO3IVU293gn78S+MsUUPwj9uwal1Hx3kCmk2IScVypD8NA8CkUjncJvXHzNud5Ju+uH7RF4mZCeVGdS+wTU1pyhnOcItb9Kc/jjiymtW59r/LXX7lV2pRS1s9JL+8eJ+lkcY5zuk4UC5zGdA4Eq9wpcgcKG648Sd/8hd/0ZOeb+08rUEN9rIXoFAcsS9XkHAd+x4x/1wiIyTLQaBISiXwB01USsyhS3h+PwqPrz5EJMkuUlsa8VozhVtNskQyX3aeADweNl9woBiI+FPXSbpwL6vhlYi5cmP6UmXlRD1bZTiSbvkiEokIWbVPU+78FURSCRaNvHHs36FI0ze88da+rka11/TMoj/9WcEKwglnLGPfPKCAVKQiEURoX+dEe9rzO5rU1A50yLGPH348RBPV448/D3hAM5q9tX3d6c5f/IUpprmunRNSSzPcvnwPty+zKhpVWjQai8beBC3cijIlHc+5I/Abt5zM8Ngc54g9fAWfkYuI2n5K22bs7kT9y6tIvHSfzOgEXEZ2Q1xKPvs3shEVKuTI+YM/2MtefPFlDnMEbR89s4Y1TGc6NanJAQ5gg42hTRIogwgpPHogvyFjU5mqrXrwIR9q67gbiiUsYTKTAbDAQltNp7TzPu+zm90ASJCgRFOy9ChH6UxnQ5pWYDIi43jy9RpiDl1EbGKE87CuGu2SXLDp1JD449c1ByKwbFyNWvvnI7EwJebQJcxqeGJRy/ChvBWoQCAa3ZXtbKc//fM9xxd8wW/8hgsuXOCCzg3zMpYxkYmUoxynOU0Vqrx2rnjiGcEIgghiCUtoQ5t821MYKFHyJ3+iRs0QhiAhbzez17nOYAYjQ8Y2tr1W9yIjIZmQn7djUd+Lp9/+j7RX8uutWtREJJPi+cPH2LQseDpSSSEjOh7fEQuJPXghx/M1/1mE3btFlwYmkDMXrN9FmZiSrV1iZUalxV/i8nEPA1ilf+JOXOfxmF9IfxwMgEXjaiRffaQ9b9msBuVGdqPcJwX/fVzgAk95ynu8l6eo1QMc4DGPGc7wPOuIyJGTTHKh6468TCSRrGENXni9Vvz+OteJJ56OdMzxvBw5bWjDFa5Ql7pc4AJmvH20hhIlF7iABx5UoMJbz/cqGTEJPJ3xO6ZebiRf8yH+7G0ywzQOFZMq5ZGYGpNy94nOGKsWtUh84agUgXk9LzxnDyf2yFVcP+mORb2SGeU1n/nMZCYiRAxhiLaSpDvu2nsPAf1ggYVW3HwZy/LlRC0LKTx/9tB/Cs/gg2UvhUdwoOiB/L5h00hjIQtJJZUZzMAWWz1YmTvnOEd72qNESUc6cpzjBrVHX5zmNL3ohQoVM5jBFa7QghY5hvEWR9L8gnk2ZxPJt/wwr+mJ18oJ3Gj+Bem+wdo+YktTVElpOY4XmxjR2OcP4s/eJuniAzxmDsbYNffc3wwyuMpVvPDCCf1WZ7HBhgQSAPid33PNQ38TAQTggAPmmGc7l0YaxhjnKa1mLnP5ju8AzRPWRzx6w4j8c5/7/MIvVKc6k5hUaMLMCSTQi16cRaMFkR8nbsQfR3k0bH6OqQAiYxmtUw6XiWgUVaaCq1UHkvEsIts51ykfUvmnMQawquSxhS18z/fUpz4b2IAxBY+EOCdpAzmEGps3rEqDa+vewsqSgzIljQtOfVGlpmvbxCZGuE8dSNyxa5Sf0A+nfu3eao3DHKYb3VCjpgc98p02qG/+5V/GMQ533NnOdhxxLJJ1MsjAH38qUemt/o4Lm0tc4n3eR4SIXeyiKa/XsIrafZY0n0DcJvYj9ug1Hg35AWViVircy9Gp2ZCIcXivDYkX7yNztMF1dE9cR/cqzMspUi5zGVNMucpV7T1GVarig88bRgq8SiCBzGUuDjgwm9mYYJLnsQ1owE00ukxHOEIXuuR5rOBAKXwEB4pAkVEa3rDXuMZjHtOHPoXy5KSkoESJGjXSYp7tlnLvCYjF+E9cSeqjQNwm9ePptLWo0jO0fcqPfY+QFXt0QtfN6lREHhCJMiEFi4ZVKfdpT4xc7TEu74iZtzsSs5y/1FSo+JVfCSWUyUzGBRc60pGTnMQee65zvUieiOXEbW7TkpakkEI96nGZyxhhpJe1c2MlK/mSLwFoSUvOc77Q16hMZZ6gefq3la0MZOBbz/mQh7SiFbFkhW1PZzrzmZ/nORQJySRdfYTf+BXIQ6JQJjx/6i8S4TioI2kPA3Ae2hXX0T0LVUuhuBG58yQ+/WdnPyGT0DrjVPZ2AR1UqDDHnHQ0m/2NbGQYwwo0V6pPINerDc7xXIO7GzGvVanAdhZ3Ei8/IHTVPsRmJpT7pAc3m36OOlOhPW/dpg71ziwrtPW+53u+5VsAnHEmnPBc+6pR8ymfspe9DGYwv/BLodmRV6pSFV80ukXf8i1zmfvWc57lLOmk52tjlxvq597ooqpc2IteWidXb3rzC7/wOZ8jRsxqVuOBxxvniD97i5Blu7FuXQcjV3sevqjelgcqLx+HWZXyhKzci1qtxumDtrgML976IipU/MAP+OLLVKYWKD32GteIJJJ3eOettc5KIi/uF0HzwOnFZ0ZeiCSSzWymBjXynU5dGvZjufHi2rZ2078DZdA/Zc+BUrx3hQLFhkbPf8oaeU150CdqhQKRVIo8IpbbbccjD4nWKOqL0N60+E9cmS3HX2xmTMUfPubpt+sRSSVYNqpGzb9nY+Rijypdnq/N7EpWMolJgCZ8eR/7tF+GMcTwH/8V2IGylKWsYQ2d6cyv/PrGG8fd7NaGc0YSmSfnSQQRpJKaa1772/IZn5FOOkEEMYUpRbJGIok5vn4b9rNf6zwxxZRFLMp3KWWptQW2nRrR+P5GEi7e43a7iagzMzGvU4moLZroteQbvgQu2ELD62sxLl80T3wNjVO/DkT3P0PMjlecJWVUcC2/iBHjhJM2PN4FlwLPlf4kNPv8VmY08vsLY0fDRngWJZHbTvBw0Pfa74LoXWeo+r+phK8/hJGTDbbvNsVlcM7pqGc5y3WuM4ABuOKa5zUHM5j1rCeQQK2GWG5c4Qrr0ET/LGUpoxmdZx2UwsIdd60DxR33t55vFasYgybCbBazmMOcAs91nvPaKNjd7M6XzkleqUENrQOlBjX4iq+0emDTmc4WtrxxDps29bBpU097bNW8Jgn/3SUjMBLjiq48HrkIZVIqUgdrFNEJOmMTL97n6ddrUKXJAYg7dIn4s7cx8SxHzIELlP+iD9atamNcwQWxrHhsWcSI87Xhf5U97OF93tc6ENewphCtKxmkkhW19OL+La844VRk91UCAnmleHwaCQgIvBa1Ukngor8I/mUniugEZA7WmFR1J80n6KVOLw9QY9GgKsk3HoNIhH2fllT4digSc1M8pn+Ubf78RgJEEql9HUEElljSi17sZz/lKU872uXzCjWEE85ENEKOj3hEH/q88aaxIx1ZwAIyyeQd3nnjGic4QXe6I0fOEpZo13txLYkk4sXb5WlLkGh1g4qKLWxhNrOpQY08Va7ICx3ogAkmpJNOX/q+tUCjdfNatEr6B7VCid+4ZTpVHjIj4oj95/JbaS0Ud2psn0P0oE487JMlvO256FMDWlSyOMpR1rKW+tR/K+Fuu3ebIStnT+ZLVXga3tlYKp0napWK2H8uIbGx4PGnP+s40jMj47Hr0ihXp8kLrnCF9rRHhYrf+E3rYMgLnnjyhCdkkvlGZ7YrrtrPGyusiix95nVsYxsrWIE77oxiVIHnUaMmllidFOcXaZAFZQlLiCMOgJ/4qUgcKD/wA954a7U9Xk5/tcSyQHOauDlhMiBLD8ahd0syo+IxdnUgfPMRns74nYyQaMTmJpQf04eYPboRmrH/XCYzQnPdPiMWAWDs6YLE3ASH91pTcW7B/5+KA2c5q40sKsoqUsWZNaxhMpNxxJFpTDO0OQIC+UZwoAgIFDNU6XIit58ibO1BUn0CcRzQAfOanjybmZWnnxmdgNj8lfQaiRgTDycyY5Nw/+pDKswcgjJdjthIhkhcuCGiE5jADW4QSihLWQpoIkEe8QgPPAp842WGGZZYkkQSYsR5uqFuQxse8IBQQmlFqzf238EO5Giedv3BH7SgBd3pTgxZmytnnLnP/SIVKHxbujz/KUwa05iHPCSQwDz9LvOC2EgGRjIqzv+E5Nv+JF9/DGo1YjNjjMrZcf/9WWRExePQqwXlx39QbJ4yFhYOvVvT+NkOgn/Zgd07TbF75/UaAwJZeOPNYhYXylzNQvcQf/I66U9CcR7RrdRq8fh8/BMRG/4FQGya5cAQSSW4Tx2IkdObnUY++KB6Hirljz9y5PnS7RAhylMkoDvunOEMRzlKD3oY5PPWEccCR4nc5z6taa11ckBWKXo16hzLCueHBjRgD3u0r9/EaU7Tj35IkbKPfTShyRvHSJAwghHa4yUswRprJEi0Ol5vi1gm1eqnuQztisvQrqgVChCLEYnF1Ng1l8ef/KSt6GbZuBqxBy/qzCF/pkkFC7z/DJm9NWFrD6JSKLDr0hjHfu2waVO3UGzVB0MZyiY2EU98kVaRKs7UoY622qhA4SKUMdYPggaKHijNOXcCb4dapdII+onF3Ok8GXlQFEblHUi69ECnn+uY3oT+tk+nreqGaYQu20VmbCKe34/Cpm09TNz1K95aFFzmMn/xFx3oQC8KT2Aummj2sY+f+Vkr6uqKK+GEazcLLyNFyjSmMY95hWaDgMZBGHfqFmbe7jwcMIeka1kCfBYNqtLw+lq925RIIlbo57NZhapM5rwLFC2KhGSid5/Df8pvKGI1lfLEFqY49GyBed3KeEwdlOe5kkmmF724ylWmM50ZzCgqs0s0nejECU68tk81qjGAAUxlap5FyF+gRs1udqNEST/6vTGd9R3e0abffMAH7GRnntcqDqT6BCKxMMXI2ZartUeS5huMSCZF/ZKWG4Cp9yvRt4DblAGo5JmkPQ7CeUhn7Lo1R2ZbsAc5+iD9+Y9Qgle/lOb92Itr2/aO/jVQPjxc9jRQBAeKHijNb1iBgpH2JJSHA+eSfNsftTwTs+oVSH0YkGv/hjfWEvTTdpLvPUFma4nz0K6UG9VdjxaXXJ7xjKtcZShDtYKU+eEmN6lHvcI3rAgJJhir5z/FmesNP9Wkmb1EowcbUStUmHm7a6JXihAlSvrSlwMcoB3tOMKRIhMgTiSRrnTlClf4iq9YyMIiWUegbJEZHc/jz38h9vBlVMnpOlpYVq1qU//ccoPaV5p5j/e0ESJ5QYIEI4z4kA8ZyUha0KJQnalTmKKN2JrDHGYxq9DmNhSZsYkk3/Ql8MdtJJy5hUXdKphW9yBy0xGdfhJLM5RJWboaMkdrqqycQPSe8zgP7ox9t2b6Nl2gGFKa92Mvrm1HF/07UPofFRwoAkVAaX7DCryZzLgkgpfuJPHiA4xd7am8eAzX6o7ShqtmQyRCJJWAWITEzJjyE/rhOatg1SfKMsc4Rle6anONC4IMGY95jCeehWdYETOHOcxmNjbYcIpTBnP+JKF5Cv66dK7ku0/wGfUjyVc1EUESa3PUCiWqlHTM61amwdU1RZrSc5/71KKW9vg852lJyyJZaytb+Ygs/aFkknMsly0gkB9utR1PwtnbOm3OQ7tgXqsi5T7rjdQye9W8F3odttgWWTTURS4ynvG44MIGNhTrdMiCkkwyVahCBNnLlecFJ5w4zem3TvV5gRIlf/InMmQMZGCRVe4xNMqUNIJ+3k7YuoNkBGvuo0yruZP2KCjXMVat65AREYtFvSo4D+6MQ8+i+ZwXKN6U5v2Y4EDRL6Ur2VxAoJgQsnwXqT7BVJg9lKvew1DEZlVJERsboYhL1ulv0aQ66nQ58tAYKv7wMeVGvotIWvLenuc4x13uMoABBr1hvsOdPOmDOOFEJpnEE48ECVKkNKUpU5nKv/xLD3qUKOcJoK1qEU88f/O3QRwoBzhAP/oB8Dd/04OchWItalei4ZXVJN30JeHMLWKPXiXu3ysApNz2J+LPozh92BGJadGUO/bAAzfcCCYYe+ypStUiWQegFrWQISOTTLzxLlPl4AUKn/gzt0gPiED+kjAugEmV8lT6eQxGjjY5jlOhoje9OchBmtOcE5zAFNN8r59GGiaY5LpJ/4zPuMMdQKOr8QM/5HuN4o4FFoQTzmUuM4tZnOQkCjQloqVIta9zI5JIalOb4xwvsPB6CCEsZjEeeDCOcfkq9b2GNexhDwMYoKODUtyRmJvi+d1wPL8bTnpgBJmRcchcHbjZeDQZoZr3g9jGHFV8VnWXxHOav8X0x8FE7ziN1+9TsG1Xj6hdZ7Fo6I1Nq1r5FtMXEBAou5S8HZqAQDEk5Le9pAdHEb39FBnhMahSNSKl0bvP6DhPXuC9aRq+ny0BwGXEu3h+NwyJRcneUJ3nPG1pixo161jHDW68cUwwwdhggwUWhWrLPe5la6tFLXrRi/vcpwY1qElN+tEPI4xQo862EXiXdwvVJn3Rla6sZz1SpAWu2vAlX7KGNShQYIEF29hGZSojQ0ZlKnOe83zIhxhjzG52UxddAb81rNEK9a5lba4OlBdY1vfCsr4X8vA4rQMF4PHIHwlZsYcqi8dg3ap2oTsVLbHkMpc5wxla0KJIq4DUoQ4XucgNbtCb3qX26bBA0aJWqwn66S+eTtVoBVk2rY7S2RZVqhy3CR/gOXfka8f74cdBDgKaKJErXKEtbTVzo+YYx3DAIUfR0qc85Wd+5hrXuMIVRIiQIqUe9fiXf3Wc5rm9Lo00palWeySQQCKJZAlL+Iu/AE11M1ts2cOebHpbSpSc4YyOAyWGGI5xjEY0ogpVXrv2AAbwH/8BYIJJnsvOP+Shtu9RjtKWtlSiUp7GFidMPJwx8XAGoHnILtJDo8kIjcHE3ZEbjT9DHhSJxNocZYJuqdyYAxd49s16bbUfRCK8Vk/CeUgXUn0CMfP2KDLHvYBAUSKIyOoHwYEiIJBPMmMSCNtwmLgjV3Ae1ImYgxeJ3p1zucKMyHhMq7qT9lgTWmrbuREV53+MzN4apw/a6dHqouc+97XpMve4l6NT4mVmMYt5zMMOO85wRieV4m3pQQ8a0YhrXAOgKlW5y91c+5emzexa1vIRH+GKK95453v8Xe6ykpXa42SSdRwgL6oshRACwCIWsZWtOnO0ox2HOASg3ZzlhYpzhoNSSdzJG6Tc0JROTbnhy+32E7FuW5d6p3/N9/W8CVdcGcjAQp83Jxo+/xEQKAjKlDRud5hE0pWH2rbU+89olfRvnudwww1PPHnGMxxwoBrVtOfGMY4VrECEiJ3s5H3eBzQC3L3pzRWu6ERVqFGTSSZXucpWtupUFNnCFn7kR1xwYRzj3uaySxQez39e1lJyw41NbCKIIG5wg+/5nnvcI510HHDQRusBKFDQilY84hEWWHCb2691bEQRpX0dSWSe7RQj1lYLEiFCQumoSmXi6oDJ84o/zQJ3oEqXIzI2InTlHgLmbSYzMh4kYlyGv0vs/gtZA9Vqnn23gaczfkcRk4hIJsWiUVXcJvTDpm1dpA7WiEtp5S4BAYH8I2ig6IHSlHOXSCLzmIcSJd/yLba8uSRiSScjMo74M7exbl4DRWIqN5p9jiopTXteYmeJ8nnVAy3PhfwcB7Sn+l+zSDx/B5NK5TAuX/Kr5ORGHHF0pSu3uc085vE1X7+2vwsu2tzx2cwutJKJL6NAgVTwE+eLSCJxw41MMvPUP7f/u9OcRoQoXw6UF2SEx3Cj2RjkAbraAm0yj5fI1DYBgcIg5tBF7vWYrtNm+04T6vz7Y77miSKKs5ylCU1wx13bXota3Oc+oCmb2572bGMb4YSjRPnaOY9znI50zJcdpZloopnOdNSoWchCHHDI1ieMMKyx1knniyQSZ5y1x3vZS29657rOKU4xiUl44MEmNuWrqssmNrGXvfSnv96cyIYmPTACqa0lUksznsz4naAf/wKl5hG6WY0KpD54Rcz/+b2cyEhK3XPLSDp/D4mNBc5DuhSpPpdA0VCa9mOv8uLadnUEcz3+aaYo4P0TZU8DRXCg6IHS9IYdwxhWsQqAYQxjIxsNa1ARkHzbl9RHQRi7OXK3xzSUz/NoJdbmuE34gIA5m3T6O3zQlui/zwBg170Z9j1b4PhhB9TyTIycSr+DqaAMZSh/8AcyZBznOG1oY2iTBJ5zmcu0oQ0ZaMpHVqIST3iSrZ8NNkxlKmmk0YlOtKb1G+eOI45oovHC67X9VOlyHgyYQ8zzp4RWLWthXqcyGaHReK2cgHH5oku3ERDICyGE0IMeBBLIb/zGAAYU+hqqTAUhy3chD4rC6aPO3OkwEWVSKhJrc8p92gPPOSMLLdXgO75jLnPz3F+KlN705nM+F5wnhcgwhrGZzTSgAac5/VohboG3Q5mRid/YZYCaCt8M4UqlQagVOTsLjcrZk/GS5lDlpV/iNv4Dkm/5IjY3xczLTU9WCxSU0rQfexXBgaJfBAeKHihOb9gXG6KCluoczGC2sAWAvvRlN7sLzTZDEbX7LJHbT5LuG4LUwYr4Y9cBEFua6kSaAFTdMBXfL5aifq5xYla9Ao0fbCI9IBy1Gkw9XfRuf0lFiZLTnMYNt1xTTXaykwc84GM+pjzl9WyhwMtUpzqPePTaPg44sItduTrD7nOfVrQinnjGMY5feX1KjlqlInrveVBD1O4zRG09AWicmbX2fo9Nu/oFuxgBgULgZYdDBSrwjGeFvobvuGWELtd8z0oszahzYjHpfqHYdGqYq1BsQfiTPxnCkFzPixBhjTXtaY8KFYtYVKAUQYG8kUgilliWqvTSkkDq40DC1/+DGpAHRxG9+xzqdM19s8TKDGViVqlkqb0VbpP682ymRrhdJJNQ6afPcR7WldRHQVg19kZUhtN+rnMdf/zpRS9MMDG0OUDx2o8VNoIDRb8IDhQ9UFzesMc4Rl/6okbNO7zDf/xHL3qxhjV5/pIOJJDP+AwFClaxispULmKrC5e4kzeI2HwERXwyTgM6kPYkjGffrMvTWKPyDjT120JmbBLpAeGYeXsgsys7Hxb65iAH6UlPQCPAeZvbbxghUJSkksoGNrCABVr9k9w4xCG60S1b+0IWMh1NCoINNsQRl+f1rzf4hOSbvlkNEjENr6/Fou7rRRYFBIqKl0tTd6UrhzlcqPOHrtmP37jlqDOy0unqnPwF2/avdxzKkeOLL1WokqeNSwMacJObb+y3la1lJtVDQAAgPTiKoEVbsWlXj4zwWPy+zHL623ZtTGZ0IsnXfbIGiEQgFoFShdTBGuPyDphWKY95w6q4fdkXqWXZKF1/mtN0pCMqVHShC21ogxQpE5iAMYYT5y0u+7Gi4MW17WmvfwdK31OCA0WgCCgub9g+9GEf+7K1X+QizWhmAIuKluh950m+7U/03nMYl3fEtnMj/Mcvz+ogFmNRvwrJ1x/nON6kqhsV540i8eJ9zKpXwGVUN0FETI+sYIVWlNASSxLJXs1IQP8oUZJIIlOYwv/4X4597LAjhphs7de4RhvakEYaQxjCZjbned2Yfy9p9B9UWV9ZNffMw6HPm9OGBASKij3sIYAARjISKwrn+z0jIpbkO/7c6zZNJ53ApFI5Gt5aj9Qy94pt6aTTilZc57q28tPrSmaPYlSu72PQVNB58V4ezWhWs7oAVyRQ1tjDHk5xio/4iKY0NbQ5hUZ6UCQRW44hszbHedg7hK45wJNJWaLrYjNjbRXGV5E6WFNz11yefbcRtVKJbeeGeEwdiNioYBHhxZkf+ZGpTAU0Ee8vot8nM5mf+TnP86xhDWc4w8d8XOCqgi9TXPZjRYHgQNEvggNFDxSXN+zLT3+NMUaOHBNMeMQjKlDBYHa9DWq1mlSfIKJ3ncbYwxmxqQmPRy5CrVRm+xKTOlijiE7QaauyYrwm/1WtRuZkS6WFn2LRuBqpDwNw7Nuq1AlWhhDCNrbRiEZ5EvdUo2Y+87nOdSYxiVa00oOVGhJJpB/9eMAD5jP/teHlAoZhOtNZxCJt9aWXOcYxOtEpW3sggQQRRHOaI0acr/UUiSkEzt9C2LqD2LSpS+VlY4nadhKJhRnOQ7sgMSseYcICAgUlPSiSq9WHokpJ1zzNfn6L5r1pOk792yE2ef3T21vcoj5ZESqXuUwTmuTa3wQTbcnxVxnHOOpQh0/5FHPMOcxhWtCiAFclUJa4yU0a0hA1aqywIoQQLLDI1i/1+U9OArsliZh/LxH8y99Irc2xfacpvh/nLuosK2dP5ks6KsYVnLHr3pzov09jVM4B++7NcJ86EKlVyY5UCSCANrQhkEC88cYHTZTOh3yoLe/9Js5zXqurZoYZkURiztv9XorLfqwoeHFt+9rq34HS+4zgQCkVrFy5kp9++onw8HDq1q3L8uXLadIk9xuInTt38u233/Ls2TO8vLxYtGgR3bplDz8H+Oyzz1izZg2//PILEyZMyJM9xekNe5jDqFBRjnLsZz9d6EJzmhvUpryikmcQue0kcceuY+zmgPvXA3n88U9E7zmn7SMykaFOz7l6iKm3O2k+mnLCEmtzKi0ajevoXmTEJJAZGYd5dU99XIZeSCZZWyLxBWrUeOGFP/6IEXORi6+9sQbYzW5tKUtbbIkhRsjJFtDhFrf4gA/wx1+n3Q03gggqsnUVCclcqfIRmc+dojYdG1D3+JIiW09AQB9E/n2ah/1ma49tOjek/Bd9ceidN+d1Kqk0ohEPeYgXXlzn+mtFSJvTnEtc0h6bYUY/+vETP+GIRqg5lliMMX7rzYtA6eEKV1CizPH+8RjH6EIXQKOdE0GE9m/pBTe4QUc6kkACS1jCBCYUmm3BBDOKUciRs5rVOqW69UH82VsknL+HRSNvwn7bR8z+/0CtxqymJ6r0DNL9Q187XmxqjCpNjlmNCtj3aE7iVR8sG3jhNrFfiRJPV6EijTT88WcYw5Ah4w/+yLN20nGO05nOAMiQEU30W0f5Faf9WGFTUhwoCxYsYPfu3Tx69AhTU1NatGjBokWL8PbO29/Ftm3bGDhwIL1792bv3r1vaX3BKV2P14Ht27czadIkVq9eTdOmTVm6dCldu3bFx8cHJ6fsJWQvXLjAwIEDWbBgAT169GDr1q306dOHGzduUKtWLZ2+e/bs4dKlS7i6uurrcgqdd3hH+/rlp1TFCUVKGqmPg4jd9x8iYxlhq/YjNjXCqJw9CWeydDCSb/sTd/jKK6OzNvcimRREoFapkdpYUOvQQtRpctJDorHr0hiRSNPXyN4aI3trfVwaatRMZjLHOMZoRvMlXxb6Gle4Qmc6k0QSy1imXSODDG0lFRUqHvP4jQ6Ul0tXvqmMpUDZpB718MMP0IT4r2UtoEnjKUrSfIO1zhOA+BM3CF21D9fPcy/5KSBQnEm+7Yexqz0imRR1pgIA968HYtepUZ7nMMOMy1zmDneoTe03VnA5ylFWsYooouhDH5rQBBkynT5F/V4WKFmsZjWf8zkAP/ETU5iic74TnRjLWE5yktGMzuY8AdjCFuKJB2AVqwrVgTKLWRzlKACTmMQ//FNoc+cFmzb1sGlTDwD7Lo3JiE4g3T8Eq6Y1SL77BL9xyzT3smo1xh5OyAMjdcar0jQRYakPArRllRNO3SR09X7qnVvG05nrSbnjj2llV7xWTcK8hqc+Ly/PiBFjjjl1qJMnjaVX6UQnZjGLM5xhDGMKLUWytCNWaf7pc738cObMGb744gsaN26MQqFgxowZdOnShQcPHmBu/non/bNnz5gyZQqtWxs+dbvURaA0bdqUxo0bs2LFCgBUKhXu7u6MHTuWadOmZes/YMAAUlJSOHjwoLatWbNm1KtXj9Wrs3J9Q0JCaNq0KUeOHKF79+5MmDChREagFDfSA8IJXXeIuEOXMKnsin3fVvgMnq8NW9ZBLNLRPzCvXQkkYlJuaTZvIqmE6n/PJmj+VsRmxtTcPRepjaXWUWIo0khjOMO5xz3605/ZzNbYi4gwwnDGuVDXG8c4lqPReqlJTe5xT3tuwfOfJjRhH/ve+ERRjZpv+IYb3GAKU4RSlQKvRY2apSzFDz8mMalIRaZVGZncaj2OpCsPtW1SW0taxh4osjUFBIoCeWQcd9pPJPXBMwAq/vw5GcFR2LSrl+fIEwEBffE+72srMHahC0c4ku85DnCAPvRBhYpP+ZQ1rMnW5yd+Yg1r6ExnfuO3PEe/TmISv/ALAIMYpK0cWZzIiIon5e4TLBtX4+nMdURs/BfEYmQu9qT7BOY6zrZrE+KOZD04FFuaIjE1JjMyHuMKzhi7O2HdshZGrg6UH/uewe9/ixuleT/24toOtNZ/BErPcwVP4YmKisLJyYkzZ87Qpk3OFRwBlEolbdq0YeTIkZw7d474+HghAqWwyMjI4Pr160yfPl3bJhaL6dSpExcvXsxxzMWLF5k0aZJOW9euXXX+U1QqFUOGDOGrr76iZs2ab7RDLpcjl2flFCcmlm3xS7VajSImgVSfIEJX7iH+7B3UShVVln6J/8SVZDzPB02+6Uvckas5O08Amb01mVHxAIhMjKiyYjyWDasSve88ankm9n1aI7O1xLG34T2TL7OJTexgBwA/8zMiRKhRY4EFppgW+nrtaMcKVqBGnU10a/rzn7wiQsQP/FDYJgqUUkSImMhEvawlNpJR/+JKwrce5/GQ+Zr1TYw4a9IZ85oVqXtyCVLr7Hn3AgLFCXlwJFdrjUCZkKJtS7r0gJo75xjQKgGB3BnGMA5yEBUqRjKyQHP0pCfXuEYEEdp0n5cJJ5yv+RoAf/z5gA/y/ADne77HFFPkyJnJTG17Oun0ox+Xucw0pjGJSa+ZpWgxcrTBqEMDALyWjcNr2TjtuYi/jhO14zQuo7oTsuxv4o9dBzQi0iZe5XnZX6VKSkOVlAaAPCACeUAEiefvAhC+4V9M3J1IOH8Xo/IO2PdsQcV5IzXC1GIxYlmp2gIKGJhX97rGxsYYG7+54lJCgiaS2M7u9ZGOc+fOxcnJiVGjRnHu3LnX9tUHperdEx0djVKpxNlZ94m+s7Mzjx49ynFMeHh4jv3Dw8O1x4sWLUIqlTJu3LhXh+fIggULmDOn7N78RB+6SNDCrSjikrDt2piw3/ahSs/IFkHiM2KRNlTxBSKjl/4kJWIsm1ZHHhiJxNSY2v8sRGxmQnpgJJb1KmvF9JwHddbLdRWUlyNMylGORSziBCcYxKDXhiSe4hR22FGXuvla7z3e4zrXiSY6RxFPAYHSgkgsptzgLpi42BF34gZBC7cCkHzjMRGbj1B+7PsGtlBA4PXEn72j4zwBcPrw7atNCAgUFb3oRRhhqFC9lQDs69LIzTHHGmsSSECCJF+RumaY5fjgZw97OIgm2nwKUxjDmDyV+dY3zgM74TxQc+/m0KM5GVFxZETEY17dA1V6BpkRsUTvOguAXY/mxO6/kOM8qfeeaiO0FXFJpN57StyxayTf9AWVCqm1Be7TBmHkYofYwhSn99uiSpe/UahaoHhjqBQed3d3nfbvvvuO2bNnv3asSqViwoQJtGzZMptsxsucP3+e9evXc+vWrbe0tvAoVQ6UouD69ev8+uuv3LhxI8+hcNOnT9eJaklMTMz2h1WSUSsUyEOjMXZ3JvjXvwlatBVlYipWLWtT7pPuPOyf5TxKvf8sa6BKN7JEJJPg3K8rEZuPgEiE2ERGjZ1zSPMJJP1ZOJ6zh+f4QW7sWrIU2/vSl3Ws4z73GcMYqlCFvvR97ZgpTGExixEhYic7tUKueaW46tsICBQFtp0aoZJn6kjWGnsUbmqcgEBRYN26DjInWzIj4zByc6Ta5hnYthc+vwWKN0Wti2OJJSc4wTa20YEO1CL3zVVeqUQlbQSwO+4YUzIcBUaOthg52gIgMTel5o45qJVKEIkQicUELtxC3MkbmNesSOLF+yRd1qS1WjavQeK5uzpzJd/0BaVmx6uIT+bptLXac/5ujmQERyGxMMWqVW1qbP8OgDT/UMyqeSAxLRm/LwHDEBQUpJPCk5foky+++IJ79+5x/vz5XPskJSUxZMgQfv/9dxwcis/+r1Q5UBwcHJBIJEREROi0R0RE4OLikuMYFxeX1/Y/d+4ckZGReHh4aM8rlUomT57M0qVLefbsWbY58xq2VJzJjEskzS8Ui9oVSbrpx7Pv/oc8NIb0J2GgVKHOyERqb4UiJitkK/7YNcQmslznFMmkmHq7Iw+JQmxiTLXN07Hr1AjvDVMRibPKmZbGm8dRjMpX/2McAzSaEic4kW8HioBAWcPunSY49GtH3PFrWDevif+EFQTM2USNv+dgWqnkCn8LlE5S7j0h5tAlbDs1pPHDTaQ/DcOibmVE0vzflt3mNitZSX3qa8U9BQSKO8EEM5axACxnOW646Zxv+PynsGhKUw5zmKtcZRCDSnRFQZFEon3tMe0jPKZ9pD1OD4wgMzYRy3pexBy6SNCPf5Fw4T4olJhVr0Dqvac5zpkRHAWAMjmNuMNX8Bm5iKQrj5AHaURuTSq7Uu/CCoLmb8HY3RGTCi5YNPTGtGK5IrxSgfxiqAgUKyurfGmgfPnllxw8eJCzZ8/i5uaWaz9/f3+ePXtGz549tW0qlWZRqVSKj48PlSsXnd5ebpQqB4qRkRENGzbkxIkT9OnTB9D8kk+cOMGXX+Zc7aR58+acOHFCRxD22LFjNG+uKc02ZMgQOnXSTYPo2rUrQ4YMYcSIEUVyHfok7tRNYvb/R5p/KDbt6+PYvx23240n3U9TZs3IzZGM8FhQZK/A8rLz5AWOH7Ql+YYvGSHRiGRSPL8fhalXeeKOXcf9qw9z/KB92XkioGE0o/mCLxAjJpnkPI87xzkcccxWtu8iF5Ejpx3tCtlSAYHCJ4wwLnOZlrTMsYJDTogkEmrumA3A9Yafkv4sHJ6Fc8V7MJUWjsZ98oAitFhAIO8kXrrPna5foUxMJcDMhCY+m7FsmLcSjjnxLu8SRhigKR/ek55vGCEgoF9ucpN73KM+9bXRJF/zNXvZC4AJJvzFX0VuR5fnPwXhPOdJJpmudC3WzhcTD2dMnkdg2ndvjn335ihT01EmpSJzssX3i6UkXX6IWS1PFNGJxP6jKWMuMjFCnZ6hnUceFKl1ngCk+4dyzXsoivise1KRVAJiEWbVK1Dpx88InP8nIqkE1zF9cHyvDWqlEmVSKmIzE8RGuT9gFSg7qNVqxo4dy549ezh9+jQVK1Z8bf9q1apx965uJNU333xDUlISv/76q8EyPEqVAwVg0qRJDBs2jEaNGtGkSROWLl1KSkqK1tkxdOhQypcvz4IFCwAYP348bdu2ZfHixXTv3p1t27Zx7do11q7VhLXZ29tjb2+vs4ZMJsPFxSXPNasLE0VCMhIrc206UWZcEsm3/DCtVA5FYioWtSsRe+I6ERv/RWxqjFP/9ph6e/Dgg1mk3HuKKlOBVUNvEi89ALFYI9j6XLQ19sAFEs7c0jpPIMsjnSNiMS6fdCdi0xHEJkZUnP8JLkPfwWXoO6jkGYhkUq1zxLFv7srKxZ1kklnCEowxZgIT9BL2+QEf8CVfokLFH/zBKEbRlravHTORiSxlKRIkHOAAXenKB3zAPvahIssd/T7vM5axb5xPQMAQxBBDAxoQTjgVqMA97mFB/sRgTSq6kHzjseZAoeLJlFXYtK+PZYOqRWCxgEDeCV2zH9/PlmiPVanpyIOjMHZzKtB8atQk8lIk6PPSsAICxYV1rOMTPtFps8KKNmTdF76NoL4aNac4hQMO1KFOged5HetZz8d8DMBUpjKXuYQRhjvuiCn+DwElZiZIzDR6L1V/0xV6T7zmg8TUCLGZCX4TlhN/4gbGbo54b5jGrQ4TUUTEafsqEnX1mtTPH66m3Pbn7rtfa1P140/coPIvXxC0eId2H2HR0BuLhl4kX3uMfZ9WpPsGg0yCRZ3KlP+iD5kxiSRceoDE1BjLRt7I7KxQq9WgUpERGY+Rs63wwLUU8MUXX7B161b27duHpaWlVnPU2toaU1PN58DLe3UTE5Ns+ig2NjYAr9VNKWpKnQNlwIABREVFMWvWLMLDw6lXrx6HDx/WCsUGBgYifukN2KJFC7Zu3co333zDjBkz8PLyYu/evUXyn3Kt7kik4YlIzE2o+MMnRO89R+L5u6iVSkyrVUARl4RaocT2ncZEbj6KWqXG2NWeGrvm8WTaGhJO3ADArIYnYhMjzQZBItbmMwKYVvcg7WFWCbSIDYcxr1uZ5OuPtW2Jlx5oXqiyx3ipM1+JNJGIse3UkLgjV5FYm+M+uT9m1SsQf+Y2ziPexapBVbxXT842j9jY6G1+VQZlP/v5hE9wwYX97GcOc9jABgDiiGMhCws0rwoVq1lNNNGMYxw22OTa1xhjTDEllVREiF4rNvuCf/gHACVKNrOZ//E/9rAnW79dz382sYmhDC3QtQgIFBWPeEQ4mi/UgOc/NXlz9bOX8d4wjZS7T0l7nKWKokxOK1Q7BQQKQvTurOoBIpkEp4GdsGxSvcDziRDxJ38yn/nUpz4DGVgYZgoIFBq/83u2tkQStYKuDWnIz/xc4PnHM57lLEeMmD3soRe9CjxXbpzlrPb1aU5Tn/o84AE96ME+9pUIJ0puWDXKehhce998nXNNH20m8KftxB66iEOfVqTcf0b032dynugVncOYfy7pPIRNvu5D8nUfzesbWXuSCCBq52nS/ELIfO6sERlJKfdFX0KX/q3ppFYjc7FFmZCKWY0KiE2MSLxwD5FMhkPfVnjMHMLDAXNI8wtGZCSjwtwRhK8+gDIlDbGZCZnRmkov1Mw9VaS0YKgUnryyatUqANq1a6fTvmHDBoYPHw5k36sXR0RqdS41YwUKjRe1uQ/REvMXPisRkMffvHm9Klol7YLwqlPlZaeLzMWOzMh4UKmQWJvT+P5G0vxDidp5GmVCCq5j+2LVuOA3dyWRGtTgIRoRrilM4S53OfK8btwQhrCZzQWa9xd+0ZbN601vbehqbpzmNH/yJ53oxId8+Mb5v+GbfJUc/ozPWMWqPPcXENAH6aTTkY5c4AKd6cw//IO0AL5+lTwDvwkrSPzvHvZ9WlFxbsHKbQoIFAZp/iEo4pNJvunL408Xg0hEtT9m4DxIqJQmULr5gR/4hm9e26c+9TnBCWyxzff8L9+zjWc8S1laEDNfyznO0Z3upJHGBCboOHyCCMqm31KakYdGI7UyQ5WhIGrPWUJ/3Y1NR01J5pDnDg9jd0eqrJzI/d4zsvY6IpE24v1VxOYmqFLSdRtfeUD8Oiyb1SDpxcNhyFb18wUpKOjOfyQkJORLr6Mk8GKveaQpmOsxPCJFAV0vUyp/p6+j1EWglBhe5zx55Y1v7O5Eyh3/rLYXqZc5zCGxtUQtz0CVKgexCJcR7+L+zRDudphERmQctl0b4zlvJME/bkPmZEOlhaNRK1XIgyIx8XBCJJViXN4Rmzb5K51bmvDGW/tlXJWqfMRHRBKJMcZ8x3cFnjfopRohgQS+pqeGds9/8sInfMI61uWprwgRtthqw1EFBIoTJphwjnNEEYUTTgXONRcbG1F1VVY1tOBlu0i5+4Ty497HonalwjJXQOCNxB6+zN3u00ClxrJxNZo8/gMkEkF8UaBMMJOZnOGMVhw/J25yE2ecqUMdRjKSMYzJ8/yjGc1EJmKJ5RsjsC5ykfOc5z3eozJ5F55sTWsiiECBgiSS2MhGoommDnXyVWK5NPCiEqYEcB3VA9dRPbTnKswcDGIxMjvNRrr2vz8SMHcTEitz3KcNwmfEQjJCYrBqUYM0vxAygqMBcB7cmcTLD3UeFkutzFDE5U0D0NjdSceBIhKLUauyazeWBYp7BEppQYhA0QMvvIK3v15B+p6LKOKTKfdpD1IfBRJ/5jZm3u44D+lKyK9/o0qTU+nXL4lY/y+JVx5i1bgaNXbOJummL09nrEMRk4DHzCGIzYwJXbEH+76tsO3QkNQHz0i8+gj3KQNApSb5xmMsGnojs7U09OWXOJJIYj3rccElT5EfeSWEED7kQ6KIYg1rCkWD5C/+YjSjSSLptf1EiHDEkaMcpSpVkSJFhiDoJVA2iNp1hgcfaJyfIiMprp/1osqv4wxslUBZwWfkIsI3/Ks9rnvm1zL9kEKgbHKa03ShC5lkvrGvHXYc5zj1yVtVxggiMMMMS3K/533IQ+pSl0wyKUc5nvK0wJp2YYRxm9u0pOVr1xR4PSk+gYjEYsy83FBlKki+7U/4uoOY166Ew/tteDzqR0QmRjgN7IT8WRjh//sXm44NsOnYkCeTfwO1mgrfDcOxf3sef/ozsYcuYezuRKWlX+L7yU+oMhW4DOtK8k1fEi89RF21HK0vrCmV0RIv9prHGus/AqXz1bIXgSI4UPTAiz/qsvbHJVC07Gb3a8sbt6QlX/AF3nhTm9qCw0SgTLGf/TzjGcMZTuqG//AZuUjnfIU5I/CcNcxA1gmUFZLv+BO0eDuRm49qGsQiGt3dgHkNT4PaJSBgKJaznC1s4RrXECHCCCNSSc3WT4SI+9ynOoWTRn6IQ/QgK1oiggicKJh4s0DJpDTvx15c24mG+negdLxe9hwoQgqPgEAJZSxjdY5FiOhEJypSkbGMpSY1i3WpPQGBomInO+lPfwAOcpDDg/8h4cI9wtcd0vZJffDMQNYJlBUyouK51WosyqRURMZG2PdugcvQroLzRKBM049+jCMrAnALW1jHumwpPmrU9KQnfhRcA/BlOtOZ3vTmFKf4gi8E54mAgECBERwoAgIlFHPMdY6nMIUf+dFA1ggIFB9eaBgBPOABYpkU79+/Qq1QErHxMBILUzx/EDSABIqOuJM38B37K8okzZN1tTwDj68HYtlQo7F1hSu8wztlTj9BQMAGG8pRjjDCMMKIutTlKEc5xSkmM5mb3NT2fZuy3DHEEEccVagCgBFGbxTvFxAQEMgLxbtGkIBAMeUAB5jIRK5wxWA2bGUrnehEc5pzkYuC80RA4Dkf8zH1qIc11jplx6ttmEarpH9oGX+QmN1nuVpjGI8/W4wq4805+QICeUWRmMLdd74m7UGApkEixmVUNywaVOUJT2hEI4YznBa0IIMMwxorIKBnXgiF/8zPnOEM3mjK6LanPTe4wW1u05GONKIRf/CHdtwBDlCVqnSlK3HEvXaNq1zFE0+88HpjBaBXmcQk7LFnOMNRUUYVMgVKLCJ1lpCsPv6JyqgQiKCBogdKc85dWeQud6lHPVSosMKKIIKw4vX/r0c5yi1uMZjBuOKqJ0sFBARy4mVRWYAqy8dR/sv3DGiRQGkiIyqei059tMem3h40ebQZ0KSU9aSn9lwYYbjgom8TBQRKHB54aKsZzmc+05mea98ZzGABC7TjAgjI0xp++OGFl/b4HOdoRau3sFqgOFGa92Mvru1kA7CQ6G/dZCV0uFH2NFCECBQBgXwSRZT2qUQiiTmKn73MGc7Qla5MZSod6agPEwUEBF5D2uNgnePM6AQDWSJQGjFytKHS4jFIrM0xKmdPtT9maM91oAMtaAHAKEYJzhMBgTxSnvI5vs6JrnTFCCMAHYflm3DAARtsAE2kjDvu+TdUQMCA6DP6RN8lk4sTggaKgEA+aU97vuRLjnGMT/n0jTfAvvhqX/vhhwoVYsF3KSBQ6PzGbzzkIeMYp/MU8SY3OclJetADb7xxGdWNiC3HSfUJAIWKgDmbkNpa4jb+AwNaL1DSUaXL8f3yV+TBUXitmYL7pP7Z+phhxn/8hxx5gUuoCgiURXazmxWsoBKVGMrQ1/ZtS1se8pAIImhGszyvYYMN5zjHfvbTkY5UoMLbmi0gIFAKEVJ49EBpDhkTeDNJJNGHPtzkJrOZraM+/yqPeMRjHtOFLphgokcrBQRKNtvYxkAGAuCNN494BEAggVSnOqmkYocdT3iCNdYAPBo6n4g/NOVlrVrWov75FYYxXqBU8HDYfG25YpmjDS0i9xrWIAEBAQEBLaV5P/bi2k7X038KT7tbQgqPgIBAIWOJJSc4QSyxr3WeXOMadalLb3rTi156tFBAoOQTQ4z2dTTR2teBBGrT7GKJJYII7TmHvq1BovkaTLrmw3+2PYg7lVUBQkAgr4RvOkzkluPa48zYxKxzhNORjtSmNuc4pzMugQRCCNGbnQICAmWDOOKYxzzWshY1wrPysoKQwqMfBAeKQJETRRQ3uEEwwfSiF+/wDn74GdqsYsdFLmorMpzhjIGtERAoWYxkJAMZSD3qsZGN2vbmNGcAAzDHnM/5nKpU1Z5z6NuaRrfXg1iMWp6JIj4ZvzG/GMB6gZLOk6lrQJl1J+n6eW/t68Us5iQnucc9HSf6Va7igQduuOlUixIQECg9POYxCehfZ2sIQ5jFLEYzmhUI0ZUCAoWJ4EARKFIe8YiqVKUhDWlDGw5wgCMcYRKT9G7LAx4QSqje180rfeijFSwby1gDWyNQENQqFUp5Bhkx8ahUZdQtbyBMMWUrW7nJTXrQQ9suQcI2tpFMMr/xW7ZxJp4uiMQi7bGRq71e7BUoXZh5e2hfV9/6LV7Lx2uPy1FO+/rlKmw72EEimkiVdazTg5UCAgL65HM+xxtvKlMZH3yynVeh4hSneMzjQl87kMBsrxUo2MY2jnM8t2ECJRwhAkU/CCKyAkXKcY4TTzyAThk5CyyKbM3rXEeGjDrU0bbNYhbzmIcJJhzmMG1p+9o5lCj5gi/4j/+YxCRGMKLI7H2BO+744UcCCTjiWOTrCeSPlLv+KOKTsW5dF0VKGhkB4cjKOxL43TrCV+zWefr8Aqm9NSKZBLMaFTGtXgGPuR8jNjUm7Lc9xB38D5m9NZ4/jcHYsxzK+CSktpr80czoeBCJkNlb6/kqyx4Sc1Nq7J7Ls2/WY+zuRI3t3715kIDAK9Tc+z0RGw9jUqU8Dj1b6Jwbz3gkSIgkkolM1LZ3ohO/8AtKlHSlq75NLhUo0+QoouIw9tAVc1empvPs69+QB4RTbnw/bDs11p5LexbGoz7TUcYnU3HpOOz7tNGeiz92lTTfIJIu3seqTV1cPsmeTqvKVIBKhdjYqOguTKBUsBlN+fIYYviHf/DGW+f8KEaxkY3IkHGc47ShTU7TFIglLOFzPscZZyYwAYDP+Iz1rAdgIxsZxrBCW09AoCwhiMjqgdIsWvQmfPChGc2IJ54P+IAKVECOnNnMxp7Cf9K7hCVMZjIA/+N/WseHN95aD/9EJrKEJa+dZy976UtfQPMEO5FEzDArdHsFig+ZMQnIgyIxr1MZkViMWq0mbPnfxO4/T+q9J2RGxoEaJNYWKBOT4f/snXd8jdcfx9/33uy9E0kICWKFWLE3pfYepaiirfGjVVQXOhRdqhRVo6pq1dZW7b1XEhFkiOy9x81dvz9SN67sSO5N4nn31dfrPuc55zzfJ+54zvd8v5+vCjDQh1xZqa/hMOlVlDm5JOw6qW6zeqUt8uQMMq7fx3ZUD2yHd+PR65+DWIT9a31wmDIQyy4t1P1VSiUquQKxgX5F3r4AoJLLebxkK+k3HuC2eBKWHZrp2iSBKsIhDhFIIJOZjAMO6vbMgMdkP4rAqlsL9KzMyzzv00oh3eiGCFHJA14yFNk5BM9ZTeLOkyhzcrDo3JwmR79GYmxEzKYjPJ73I4rUTBwm90eekk72/TDqfDmdLP8QwpdsVs/jvuZdas0cgUqp5LrzUGSxSQDo2VnSLv4oAI8/WEfkit81ru91fi0WnVsQ+t6PRK/5E1PvBmQ/eIJSKsPzj8XYDutGyulb5EbEYTe6J1n+IehZm2PkXnyZXYHqzyEOcZvbTGZykdV6xjCG3exWV9/yxlvjfC1qEUMMAItZzBKWqM9JkfI+7xNEEEtZig8+L2xzC1rgiy8AM5lZ6tQeGTL00Kv231E1eT329N4uNdG+iGzHgJdPRFaIQBEoklhiOcpRfPChGc1II41LXKIlLXHEsVRzeOLJIx4RTjgtaFHp5Xv/4i+N108dKMMZznKWY4ABgxhU4jx22KlfW2GFPsJitSaQExqFSE+CYe38929OWAz3By4gKyAUlCrsxvXGc8cS4rf9Q+icHwrMoUjNyD8og/MEQJGZTfb9MI02eUqe8wQgcc9pZHHJqOQKAOK2/k3cb//S4vpGzFo2JNMvGP9us5CnZlL708nUWTylTNcXKJ6I7/fw5MvtACQfv0H7J7sxdBGiwV52jnKUIeRpmuxhD9e5jkqpxK//QpKPXQfA2LM2be5uKnNUQuP//hPIIyckkrjtx0g5dYuMWw9RpWdpnE87fZur1v2p/dHrPPl0k7o97te/4b/9wOBpK6j1P82S5Ak7T1Jr5ggUmTlq5wmAxDx/YyT1TEEBaUVmDrlxyUR9vwtA/V0NELVqDyqFkgejPgEgYtlvZAeGgUiEcZO6GNV1wsjDBZth3ch5FI7tsK55UYmi6r0IFYDTnFZ/J/zGb0Xq+u1gB7OYRV3qqlO0n2UqU/mCL7DGmhGM0Di3gQ1qB8cjHlWIduAHfMBkJmONNdOZXqoxm9nMW7yFE04c4hChhNKUpgWiaQQEXiYEB4pAociQ0YlOBBOMEUZc5zpjGcs97uGAA774ltqJYvfff2VBhYo5zOEkJ3mbt0utCTKRiZzmNBIkjGe8uv0rvmIsY7HGmjrUKWaGPDrTmR3s4BKXmMIUwYFSA/DrNou0c3dAJKLhrqXYj+oJQNR3O8nyD1H3S9h9moa/L0aWWLLom8hAH9UzThSJtTliE0NQqjBwscPAyRbDuk5kBz5BbGhA3a9nknnrIQ/fWIYIsOjektofTeRe3/dQpGRgVN8V6/4dSDt7J/8iCgU5QRGYtWxI1KrdyJPTAQhfugWnt4di4Gij7ppy7g45D55gM7izRrtA6ZBG5lfvQanibo93aXXzZ/TMheizl5ln9Qke8QiArKBItfMEIPtBOLkxSRi5ORUYL1A0soQUYjcdQZGRRcy6A8gT00oco5LmkvCnptC6iZc7Wb7BAOjXssVl/mukXfIn9Xjev5HNsLzUCD1zE5xmDidm7T70HaxpcvRr9Ry1Zgzj0Y0HiPTEGDesg83Ajlj3bYdSmotBbQdyw+NATwL/ObjN2zch42a+rkVO8H/VlFQqsu+Fkn0vFIDoNX+CUkXwjG9BrkBiaYrEzAQDNyesXmmL3dje6FubI9aXqNM4Bao2j3msfv2EJyhRFrpBKEFCF7oUOc/nfM50pmOFFeZoRrDpPbNE06ug5do4xjGSkWWKJlnGMuTIiSCCAQwgmmiMMOIGN2hK0wqxS0CguiGk8GiB6hgylkCChg7HetbzNm+rj49xjFd4pdKuf4IT9KEPACJExBCjETZdHFFEIUFSagePQM1ApVIRNHU5CX+cQN/eiiZ/fY1JU3cAMv1DuOM1Ud3Xsldrmp3Iiy6JWrWb0HdXq8/ZjupBo92fo8jIImjqCjJ9gzBuXBfrV9tj3b8D2fdCyQwIxaRpPUxb1CfLLwSRngTT5h7lCuEHyHkcTcb1+1j2aIW+nRXpV/yJ2fIXiX+cwLyTF433L0NsZEj451s0dl29/bZh2izvHh+9+RVxm/NC0Q3qONL60U4hzaeMyJLTud50ErLo/B3qJruXYD+qu+6MEtA5SSQxhCEEEsgKVjCFKTyc8R3R6w6p+1i/0gavv1ciEgva/MWhUigQSSRk3AwkZuNhUk/cyHc8lAG3ZW+RuP8c2Q+e4Dh9MG5fTCP+jxNkBzzGacYwjOrmCfdmB0WgzMlVf08+RZEtRWJsWGBeeUo6In09JKbGGu3S8FiSDl3AvEMz5IlpKLJysBncmZygCPx7zUEWk4T1gI4kHThX5nt5HruxvfD8Y+kLzyNQeWSRxWhGc5vbLGZxqaM5yoIcOZ/yKcEE8xEfaej6aZOxjGUXuwq0b2ELk5msfYNegOq4HistT+/tSiPtp/C0D3z5UngEB4oWqK4f2BnMYB3r6EAHjnGM0YzmH/7BCy8ucrGAt7wiucMdWtEKFSrMMecUp2hN62qffynw4qRfv092QCjZwZHI41NxXTQBwzpOpF3yw6/TO+p+5p28aH5hHZC3y3m99nBUOXllouv9+C7Os/LCZVUqFbGbjiB9HI1lHx8suzSv0ouggKEfkHbmDvaT+uHxw1x1+yWjHqik+dEwbaMOYFArL/Ir7ZIf8pQM9G0tMGvTCJFEi7+u1QyVUsn1RhPJfhSB2MiA1rc3YtKo8Px2gZeXGy3eJPO/iAe7kd1osnuJkJpRAo+mLidu0xFEhvoa31UlIbYwxbiBK05vDcHAxR6xkQFWPVtXoqVlRyWXI9LTIyswjNhfDpMTFIE8JQM9WwtygqPI8g3K080qJfYT+uKxYT7pV+4hNjJA39EGYw9BV0VA+0iRspe9uODCbnazjnU0oAEXuFDqjc2qQnVdj5UGwYGiXQQHihaozh9YGTJ1+ooSJeGEU4taGPBi6vNy5JznPO64Fym+deC//w5xiGSSGc94trP9ha4rUP1Q5sqI23IUsZEhhnWd8O85B54pEWzRuTle538iOyiCW56vqc9ZD+lMkwPL1f0y/YKJ3XwUi64tsBtWfBWm6si9/u+T8vcVAKwHd6bJwbx7j/xuJ4/n5QvF2Q7vRqM/v9SJjdUFWUIKiX9dxbx1Q0yb1tO1OQJVCJVKhTQ8jsQjlwia/SMSc2Oa//sNFj6CjklhqORygmd9T/qVe2TdLVzDQWJpimFdJxQZOYiNDfBY9z7mPk1qVASdSqkkeu0+4v84jkoqI8s/BFWuvNgxpq09yXyaIiQW477mXfRs8pzggjOlerONbWxhC/3ox0IWlmsOBQriiMMRx0rXF3yWJJKwwKLC0oq0SXVej5XE03u71lD7DhSfh4IDRaASKOoD64cfm9iEDz6YYMItbjGZybjjXsxsNYPhDGc/+zHGmEtcKqBM/pQNbFCnDokRI0NW4g+FEiV72IM++gxneKHntfljI1A2sh+FE/bJL0jDYnCcMoDMO4+I+Wk/AFb925Py1xWN/iZeHrT0/RWApL8uE/7FrxjVdcL9x3dfqjLAylwZqaduYlDbAdOm+d8h916dR8o/V/M7SiR0lJ1BJZOTeTcIxRwr+gABAABJREFU4/ouQt59McgSUhCbGhca7i/w8nFvzBISdp9BbGxIk92LserZComJka7NqjKo5HIeL1hH1v3H1P5oIjmPY/KqigGIRGqhV8gr8243pifuq+e+lFFxWYGPCZ2/DmlkHNl+IWptFQADVwdyI+I0+ovNjFFmZCMxN8Hb91cUaZlErdqNgYs9dZZMeSn/htWRWGJxxhkleZs9l7lMe9qXaQ4pUnrRi4tcpAc9OMaxl1ar71/+ZTrTsceeP/mzWJ1DwYFS8bysDpTq5z6sIShR0pvexKH5A7md7YQQUsSomsPf/A1ANtmc5WyRDpTudMcSS1JJZSADS+X4WMQiVrISyBOP/YAPeMADhjKUQAIBsMCCr/iKGcyomBsSKBcqlYrcuGQSfv8XUy8PTJp7cKf1FJTp2QBkXA3AvF0TdX+xoQFG9V3JCY7EuGld9CzNqPftLPV5m/4dsOnfQev3URUQG+hj3a/gQ5jjlAGkHL8OiryHNbsxeeK59/q+R9qZ23n5/tZmGDjZYtWrDXW/mVmlU5i0yZMVOwj94GfEpkbUXTyJ2vPH6dokAR2iyMohYfcZAJTZUoLmrKFd8A7dGlWFyAmNIvLbncSs3QdA5t0g6m+Yrz6vZ2eJ25fTUeZIkZibYj/+FcT6L+9jqEmjujQ9vEKjLf1GIBlX72E9pAuhM78j6dCFvBNiEcqMvN9FRXoWmb5BBE1dgTw+BYDUUzdpfnG9Ns0XKIHTnKYvfZEhQ4QIa6wZyUi+5Ev00UeKFABDyu6cv8MdLnJRfZ373C9UIyWRRH7kR2pRi+lMr5Fp8AtYQNh//61iFQtZyBu8QRJJrGENbWijaxMFaiAv7y+XjpEjJ4mkAu0RRKBAgYSavZPwBm+wjnU44MBABhbZzxNPAgkkhBB88CnV3Le4pX59nevsZjfjGY+c/HDZNNKYyUxWspJ3eKfcIZQCZUOeI+Xha0vIvPUIkb6E3PB4VHK5enFf78d31c4TACRinN8bQ8icHxAbGVBnyRRMm9dHKc0tc7nQlxW7UT2x7NkaeWoGyswcTJq5I09MJe2/kp0qmRx5XAryuBSyfIPRd7TGdeEEHVtdNYhakxf5pMzMIWTBBvRsLKj15gAdWyWgKyQmRhjWcUD6JG/jQ8/KVMcWVR2ygyK40/IN9SIfQKyvh82gzrivfY/M249wmjkcM+8GOrSy6mPephHmbRoB0Gj/MnJCo1Fk5SAxMSJ8yWbitx/DtLUnlt28UaRkqMelX/JXC/Qm7D1N6NzVqORyXD54HZe5o3V1Oy81IxiBjDytHxUqkkji5//+a0976lCHfvSjJS3LPHdDGuKCC5FE4oYb9Sg81XQ84znGMSBv4/Yd3im0X3WmHvW4y10A3HFnOcvVm7Szmc1lLuvSPK0jVoJYi34ysbLkPjURYZtRRxhgwEY20oQmTGACgxhEbWqzhjU13nkC8BM/EUwwQQThgUexfZ1woiMdS51vOZ/5mGGGHnoc4hBjGKPhPHmWMML4gA80ylQKVCwqhYJ7r87joqgzV417kbz/PLlhMUiDIlFJc9XOk6dYD+wIgEFtBzz/WILdqJ74RB2kTcgeTJvXBxCcJ2VE39YSY3cXTL08EIlE6NlaYtmrcBHGsA/Wc9WuP7Fb/9KylZXDXvbigQev8iqplFya+lmsemg+2Eb9dKACLROobshTM2h2dDm2w7pgO7gTTXYt1rVJOiP52FUevLaE2M1HAMi4EajhPLEZ0oVG+/K0lmrNGE79jQsF50kZEYnFGHu4YOblgbGHCw1/+4R2qcdocf0X9CzNqffdLJDkPcbbDO2CSCJBpVTycMJn5EbGI4tN5vG7q8l68ATIi/jMCgxDnpapy9t6aXgaYVIYV7hCGGG8xmvlmtsaa25yk0Mc4gY3iizqEE64+vUTnpTrWlWdX/mV5SxnE5uYyUxssVWfe/a1gIBCocDX1xe5vHj9qdIgaKBogZqcc/c8qaSiRIk11jqzIZxw6lOfXHJL1d8QQ0IIwRnnSrbs5UKekk52cCS+7d/SyO0uDJGhPuZtG9P4yEr0LM3UFQ0EKg+lTE6mbxBp5++S8zCc5GPXkIZEafQRGRuiypaCvgSnWSPw+O5/OrK2/DjgQDzxAHzLt7zHe6Ueq1IouNvnfVJP50XrSCxN6ZxytFLs1CVy5DzgAW64YYaZrs2pkqTffMDdnu+hSMuk7pdTcfvw5Y3Syg6K4HbTCWoR1ObXf8GoXi38Or1D9oMn2L/el4bbPtGxlS8HssRUpGExmHo3UKdeXnMchCwuOa+DWEzr4F0Y1a3Fg3GLSdh5ErGFKeatPXGYMgCHCX11aH3NZiUrS4xuNsaYPvRhP/srRZvvOMeZyUxqUYtd7MIJJ43zD3hAJpm0olWFX1tXyJCxkpUkkcRCFmpUCqrJ67Gn93bLXfsaKK1CqocGyoEDBxgxYgTbtm1j/PjxLzSX4EDRAjX5A/ssf/EXwxmOEiXb2c5otB82+hu/MZGJpeq7kIWkkcZwhtOb3pVsWc1HkZlN2gVfZImpPPl4I9LH0YCmaKAG+npYvdIWxzcGYDeiuzZNFSiE5GNXCRi4oFhnl9jMiCb/fodlh4K51lWV1rRWp/XtZjejGFWm8ek3ArnTdQ7KbCmOk/rSaOuiyjBTZ6hQ8SqvcoxjuOHGNa5Vu9KUlY1KpeJ2u3dIv56noWVUrxbtQv7QsVW6QZ6awe2mr5MbGa9ua3ZuLZZdWqCUyZEnpWHgaKNDCwWy7oUQOm8N8pQMXBeMx3Z4N5QyOZcNumt2FItpE7obwzpOpJ67g9hAD/P2zXRic03lW77lfd4vsZ8YMQEE4ImnFqzKYx/7GMUolCj5gi/4iI+0dm1dUZPXY4IDpWSGDRvG5cuX8fLy4vjx4y80l+BA0QI1+QP7LCMZyZ/8CUAf+vAv/2rdhqIEsvTQYwhDaEYzBjCAlrSsliXYqiKp5+4Qu+0fkvaeQZGaUaDSwvPYjn+F2h++jmkToTxsVSM3OoGE3aeI3fJXkSVHARymD6LBhuqhGxRJJOtYR0Maltq5+jw54XFII+IRmxiSdukeNv18MK5Xq4It1Q3xxGs4TP7kz0Krl73M3O4ym7QLfupjp6kD8Nw4v5gRNZf06/fx9ZmmPnaaMQyPtfN0aJFAabnX7z1Sjl3Lb5BIaBO6m7jfjvHko58BcHx7KPrW5thP7IdJIzcdWVqzOMIRJjMZQwzVWiiFpfeYYUYKKWVO448lljvcoT3tsaT0lQenMIUtbAHABx+ucrWEEdWfmrwee3pvt+uBuRYFOtKV0DK06jtQEhIScHV15cCBAwwePJiQkBBcXV3LPZ+ggSJQYfSkp/p1D3qUelw00WSTXXLHEnjM4wJtk5jEMpaRTDJ72csSltCWtoLzpIJI2Hsa/26ziN90JM95AgWcJ0aedTCo44jLotfpqDhHo+2fCs6TKopBLTuc54zG69xazDs0LbJf3M+HeTRtBblPw8SrMC648AVflNt5AmBU24FM/1BueU8laMb33Gw5FVlyegVaqTtssaUTnQBwxJF2tNOxRVULWXK6hvNEpK+Hxw+zix2TQw7zmc/rvE4wwZVtYqWRG5eMb4e3uOY4iPg/8nbrTJt7YN4hL0rBonNz6n1f/dL6XlYaH15Js3Nrqfv1DKwHdaLhbx9jWNuR1FM31X1i1x8g4qvf8O/5P1QKBUlHL5G47yzCXmv5WcUqEkkkiihmMYsssnid1wv0yyADf/zLNHcccbSgBf3oR0c6Fqu78jxjGIMBeXpyE6iclMQMMjjMYcIIK3AuiyxOcIIoogoZKSBQsfzxxx80a9aMfv360aVLF3777bcXmk9YRVZzLnOZrWylG91KLUYlR8497lGPelhQcd7CGcygJS2RIaMrXUs15gM+YAUrcMSR85ynAeUXmbPHHgssSCMNgE50Yitbyz2fgCbpV+/xZPFmpOGx2I3qQZ0lb5Jx7X6Bfga1HbDo5o3Y0ADHaYOwaFf0QlygaqJnYUrzSxuQhseS8ziG1HO3Cf/4F40+cb8cJuPKPZpf2YDE1FhHlmqPqDX71K8VqZlIw+PQty5cuK86IUbMCU5wk5t44okddro2qUqhZ2WGedtGpF8PRKQvoeHG99EzMSp2zHd8xzd8A0AooVzggjZMrXAiv9lB+pV7AATP+Bb7cX0QGxrgdW4NuVEJGLjYI5JoJ1ZcpVAgjUok+YI/OWGxGNa258mKnSgyc1CpQJmVgyI1CwMna0ybu5N4+AqI8r7L5BlZoBKBIi890cDJGpGpERJjQ5xe7wO5MrIex2DTqxUOwzsjqaEi5WJ9PSy7tMCySwtc3s9/XnScNpi0s3dQIYL/xBVlsclErPydJx/+F5kyfTDGDWtj0a2lukqQQOl4+kz69LUYMdvYxmd8xihGcYMbANhgQx3qcI1rfMVXNKEJn/FZsREpvvgSSywAAQQQQUSJhRme0pe+hBFGNtlFVvEpCX/82cxmfPBhLGM1zqlQ0Z3u3OQmFlhwm9u4464+14teXOEK1lhzi1vUpW65bBAQKA1bt25l0qRJAEyYMIGVK1eyaFH5U7KFFB4tUFkhY1lkUYta6i/nK1wpcffw2Xx3F1y4wQ2ccCKFFAYwgDvcYSlLS5WzWRFYYqm2fwUrWMCCF5rvMY85ylG60hUvvCrCRAFAlpTG9drDUWXlqNuanVuLvp0l/r3mIItJwrhJXZymD8bprSFClZwaiCIrhzvek8l5FKHRburdgBbXN9Z40d+g938i8tvdAJi1bkira+vVoo0CNRdZUhrKnFwy/UIwbVoXQ9eS9WGWsISlLAWgDW24zvXKNrNSuD/iI5L2nQXyhL475pyu9GsqpbnkhMcjMjYk4+ZD4vacRRqZQPLpu5V+7QJIxBjXq4Xn+jmIDfQxaeCCoVPN1HeRJaWhUioJnf096VcCcHl/LGnnfUnYdRLIi7xSyeQgAhMvD8x8GuM8e6S6Mp5A0dziFnOZiwMO/MzP2KD5HgohhHOcowc9cMON2tQmgrzf2S1sYTKTi5w7nXQ60xlffOlDH/7mb61V8lSixBlntQPnDGfoRjf1+RRSNApKPKtBlkyyxt9hF7u0opv4MqTw3HXTfgpPi7CqncLj7+9P69atiYyMxM7OjoyMDBwdHTl16hTt2pUv6lZwoGiBF/nAppPOZCYTRBArWEE/+qnPpZCCLbYoySsD+w//0JfiFdWf/9J6+oX2Mz/zFm8BeXohueQWqSdSkYxgBPvYhwEGnOEMHehQ6dcUKJ70awE8+WQjJi0aUHf524jEYnIeR3Oznqb4ZoubmzBr5YlKqUQlkwtOk5cAlUpFwp9nePLhBg1HSpvwfaVaWFZnVCoViUcuk37zAaln72LZsRl1v3gTkajyvycFdEPs78cJnPQVYgN9mh78Eps+bUo1Lp105jCHSCKpT33ssed93q92FY4S9pziwehPAbB8pS3Njn1f4ddQ5spI939M+Hd7SfznOvLEtJIHVQEsu7eg6baFGLna19jvgLQLdwkYuBClVIYqp2BqiNjcBLNWDbHq0xar3m0w82lSY/8W2sQVVyKJBGATm5jClGL7y5ARRRS1qV0plXyKQooUM8yQkxe1VJgTZAIT+J3f8cSTS1zSWH88ff53x50rXMEe+0q3WXCgVDzVwYEyf/58AgMDOXz4sLpt/PjxWFhYsG7dunLNKThQtMCLfGCfVfB2wUXtlX7KJjbxEz/RjW4sZzmHOEQtaqlz2p/nadjcaU7jiCM3uYkLLpznPN3ohgoVXnjhi2+p7EsnnfvcxwsvjCl7GL8MGSc5ST3qaVV9XKBw5GmZXLMfoC5P6TxvLPW+mQVA+Je/Ev3TfvQsTHH98HUcXu9X3FQCNRh5Sjq+7d8i+8ETrPr6YNqyIQm7TmFc3wWX+a9h1aetrk2sFJQ5Ui5YDUQllQHQ7PAybAd21LFVApXF9SaTyLqfl7tvO7gjzQ4uK9P4OcxhNasBmMY0fubnCrexooj89g8S9p5BpK+Hw/g+OL01FIDkvy8jfRKL/YS+FZaqlx0SRciKXcTtPoMyJfOF5xMZ6CExN0aelAFiEebtGyENjUWZk4syJxcAsbEB8qR0UIHY2BBljhQq4OnXrHk9csITUCkU2A/ugMNrPbF/teboCKkUClCpCHlvDTFr9hb7N5NYm2HRxRvnOaOw6tlae0bWMC5zmWUsowlNWMYyrUWUlIctbOFrvqYd7djIxkL1BWOIwRZb9NHXaFei5DGPqUWtMq0fQgllD3voQAe60KVM9r4MDhS/2tp3oHiFV10HikKhwNXVldWrVzNqVP5G8N9//8348eOJiYnBwKDsG8CCA0ULvMgHdhvbmERezlZLWqrLcRbGRCbyG3miOHvYw0hGFtovl1xuc5v61McWW3X7aU7jiy/jGFeqMpYppNCa1oQQQitacZnLakGqyuIMZzjGMYYznLbUzEWatsiNSyJu69+YNvfAul97AKRPYrjhlv++se7fniZHv9GViQJVGGWOFGlEPIr0LO620twha/L3N+r3VE1CmSvjkt0QFOlZAFh298bryFcvhQbMy4ZKLueSwzDk/4kFW7/ShubHyvZdOJax7GIXAIMZzEEOVridFUHq2dv4d9cUxn1amrgiST7nS9rV+wQt2FjqMfp2llh2bkpORDzKLCm2/X0QGerjOKIrhs52KHNyMXZzLJc98mwp5MrITUoj+tfjZNx7DAolSf/eRCnNBbnyPyMkICu6vHsBxCKM6jph5lWPBt+9g4l7zajYlRUQSuzWv8m8+whZdCJZ90JBWcQSQiTCZlRPXOaOwrxtoxqf4lnTyCILE0y0ft1ZzOJnfqY3vTnAgQJrChky3HEngggkSLjFLZrTvNTzCw6UiqeqO1Cio6PZuHEjH3zwgYajRKlUsmzZMiZOnEidOnXKPK/gQNECRX1gc8llBCM4znGmM129U/UsKlSsYx2PeMRc5uJG0WXlGtKQRzwC4H3e52u+rvibeYYznNGothNIYKVGkYQQQiMaIUOGGWY85rGGA0ig9GQFhHLH+428nGag8eEV2AzMi1p6OPFz4nccR2JhSvPL6zHxFEoZChSNNCKOm/XHopLmqtvqfjsLl/fGFjOq6nGHO+SSiw8+xfaL33uGgFFL1McWnb1oef7HSrZOQJuoFAp8+84n5WT+hkXDTQuoNaV/meYJIohJTEKBgs1spglNKtrUCiH13B38u83SaGty7DusXyn+s1ASisxs7r/zA7G/nSjdALEIfXtL9KzMsOraHJep/TFvWR+xvu4W34qsHESG+jx6bx0xf5xGHp9arnnshnSk7oevYdGmYY3RTkrYc4rIVbvJuFRy5RiLPm3x+rfiU8AEKp4ZzGAd6/DGmzOcKVNp5BchgghqU1t9XJgswfO6KvvYxzCGAfAXf7GCFXjjzXd8V2jkjuBAqXiqugOlshAcKFqgqA/sv/yr8eUQTjiulL8m9c/8zAxmYIstpzhFUyq3+kkqqbSlLY94RFvacoELlRqBcpnLdCQ/XD6IoFKrjb/spF+/T/KRS1i/2g7z9s0I+2gDEcvyS3i5LX8b14WVU8ZOoOaTevY24Z9vJf2iH0YNa6PvaANKJe5r52HiWXbPfkUTQgj96Ec00fzCL4xhjMb5zWzmTd4EYCUrmc/8IueSRidyxWWkuly3vqM1HWP2V57xAlon53E0V+uNUx/X+WQi9T4rXoegOiJPSSd281EM3ZyQhsUQv+M4ypxcbId3w+2zqeWeVylXEPDG18RuL4XjRATG9WpRd+kknEZ3Q2ygX/IYHaOUK8h+FEFmQBgZ95/w+Ivf1Wl9JSISYfNKa4w8auH6zhDMm9WtVFu1Qfyuk8T9+jdpZ++gfEZo/nmsB3Sg8cHlqJQqnTrFBIomlVSssFIfa0vcFSCbbOpTnyiiMMKIe9xTV+15lqUs5Xu+pwtd2MteDDFEhQoLLMggA4DtbGc84wuMfRkcKPdctO9AaRopOFAEKoGiPrDBBNOMZuSQgxNOBBP8wiFz2WRjgIHWciYzyOARj2hCEwwxrNRrqVAxm9kc4QgTmchnfFap16sJZNx+SNii9aScvAlyBWJjQ1o92knm3SDuD5wPKpBYm9Pq/u8YONbM6gIC2iVo2gpif8kT6rLq146mf3+rY4tgAQvUEXkNacgDHmicH81o9rAHgJ705CQni50vat0BQhZsQJmTS4MN88ocmSBQtVHK5Nxq+xaZd4MxqGVL6zu/YOBgXfLAaoZ/n7mknsgrodpwx2Lsx/V5ofkS/r3OgxmryY1OQplVUHQUABHUfm8k+pamOL89EEP7mvF3VWRmE7piF/F7z5Ebm4w8OUPtZC0WsQjLjk3x/nsZElPjai/CGr3lKCHTV4K8YMqTyNgQibEh8vQsbId2we3L6Rg3qF3ILAK6QomS5jTnHvcwxphb3KIRJZetjiGGYQzjCU9Ywxp1VEhZCSOMwxymM53xxrtMYx1xJI44QDMy5VkEB0rFU5UdKElJSdjYVM7aRnCgaIHiPrC3uMV5zjOYweWuw/6iBBHEu7yLOeb8yI9CWkw1J9M/hNC5P6BnZU6mb1CBsrNPq+dk3AxEGhGPzYAOQn6yQIUROu9Hor7L032wGdENUy8PZHHJuH44EUOXylfZL4xntaRGMIK97NU4f5jDjGQkChRsYQuv83qp5lWpVNV+wSNQOIqMLNKuP8DMqx76dla6NqfCyPQN4v7gD1Bm5aAC5PEpANReMoU6i8sXZZP5KJzrrWagyMgutl/tucNw//wN9My0r62gCxL+uc6Dd1aRG5OcJ2YronjhWrEI+1Fdqffha5g3r97RtUqpFL9us8m4fl+tk2JY1wnp4xh1H4m1OWatG2HVpw2uCwpGCwjohiSS+Ju/aUUrGtO4VGMWs1i9qVmPeoQQUpkmFsoNbvADP9CSlrzHe4X2eRkcKPdrad+B0ji6ajpQPD09+eeff6hXr+LX14IDRQtU9Q/sK7zCcY4DMJvZGlosMmREEkltaldpJfCXndSzt0k5fh3zDs2IXLmDtHN3ANCzsUCelFcWUmxhguPEV3H/8V0dWipQ01FkZhP++VaUWVIkFiZEfLkNAMterWl24ged2XWYw0QRxUQmFqr4H088ChQ44VTqOVVyOek3HmBUr5YQwVVDyA6OJOHQJcxa1se6e8tC+8QQw1nO0pGOGjn71YH7Qz4g6dAFAIwbuSGLT8GwrhNNDq/AoJZdmeZK9w8lYPxXZPgWvlgycLVDz8yERhvmYN21YgVpqxuKrBwyH0YQ89sJwr/bW2J/kZ4E++GdabbjQ0SS6v3slekfgvRJLNKQKEJmF66D4nV+LYZ1a5F2wRervj7oW1e9Z2UBTRQo1OuCX/mVyUwGoDe91WuKqkZVX4+9CIIDpSBvv/02+/fv5/Dhw/j4vJim1/MI284CGqk3RhgB4IcfvemtDocDGMc41rJWQ8BJQHc83f2O+HoHYQt+UrebtKivfm0zvBuKpDQM69XCbdlb1SK/XKB6IzE1pu7ydwB4vGi9uj3tvC/p1wIw99GNkOYgBhV73p6yR8fcG7mYxIMX0bMyo+XVdZg0rF6LaQFNMu+FcrPlNLW4tvvKt6k9X1MMOYMMfPAhnHDssCOAgHK9d3RF6ul8YVwjD2da3f+9zHOolEruDPiIpH+uF95BLML5jX40/mVeec2scUhMjLDwro+Fd33qfTye6B0nCV36G/KE1EKjUlRyBXG7z3Lu7F2QKXAY3Z3G6+Zo3/AKwLSZO6bN8rQsDOvVIvyLX5GGRiNLSAVFXqpPdnAkfj3+B3IFIkN9WvptE9J7qhhv8zYb2YgSpbrNEku2sIVJTEIffZ7whOlML9f8WWQRTTTuuCNCiOwsL2IlaFOmWqwsuY+uWL9+PW5ubvTq1Yvt27czZMiQCptbiEDRAkV5PFNJ5Vu+xQwz3uXdAjXSiyOXXOYxjwc84FM+pTOdy21fJJF8wieYYYYECT/zM1lkFdrXHHPOcIaGNMQMs3JfU6D85MYl82TxJmI3HsasdUPERobqiBMApxnDQKlCYmVG7U/fQGJcudo0AgJFIUtK407zieRGJgBgPaAjTY6s1LFVFYNKqeScXi+1zkGt2cNpuPp/OrZK4EWI3vwXD9/Mf39a9WxJi5OaO+YBBGgItF/gAp3opDUby4siW4o8OY0b9UZDbp7gaf3Ni3B8Y0CZ5pFnS/Ef9RmJR68Wet66bxta/bP8he19mci4H8atHu8ji00uvqNIhHmb+jTduhDTJnW1YltlknTkInFb/sKyV2sUmTkaG0H1fpiD8/9GkRMSSdolf6x6tS5zhJRAxbGPfYxgRJHn3+It1rO+yPMlEU007WhHOOGMZSx/8Ee55yqOlyEC5YGj9iNQPGOrZgTKU37//XemTZvGihUrmD17doXMKThQtEBRH9hxjGMnO4G8/MElLCn1nOtZzzvk7fK64ko44S9sZytacZvbperrjjs3uCFEo2iJhL2nCJ79A/LEVJDLNXasHKcPJnbjYVCp0K9lS/MLP2Hk7qI7YwUEnuHxovVELt8OQK25o3H/vno5GXazmyMcYTSjGchAjXP3X/ucuD/yBWedpg7Ac2PRFXwEqjYZd4O43WU2yvRsEIlo9NuHOI7XFFZVoGAoQznCEbrSlX/5t9IF1MuLSqnkludr5ARFgFgEShU2w7qS8ygC01YNqb9xYamjEpXSXHxHfkbikSuFnnedMwz3pZPQtxQ2VsqLSqUi+3E0Nzr8D1lsSon9rXq0oNWJr2tEWeSsgFDueL+RF/2lJ8H71mb07a246TkOZVoWSCQ0+vNzbId01bWpLyXPrleKQh99VrGKGcwo8/y/8RsTmag+ziKr0FTb0hBFFH/wB61pTXe6a5wTHCgVT3VwoAD8/fffDB48mI4dO9KuXTtat25Nq1ataNCgQbnmExwoWqCoD2x3unOWswBMZzob2FDqOZ8tu+mOO8EEv5CNAxnIUY6Wacy//EsfXky1X6B47o9dTNLuk0UKz4n0JDS/+jMGLvaIJOIaJXYoUDNQyeXEbjqCSqHEcdrgalW+MpBAmtIUJUr00SeMMGpRS31epVJxyX4I8sQ8nSE9Wws6JRzSlbkCL4BKqeS65+tkB0WCREzzf7/GumfrIvunkIIlllU61Dx03mqivtut0aZna0m7hLL91qdc9MdvxFJyn4+QEIsw9qxNq+MrMNKRQHRNRZaSQc6TOO4O+AhpRHzRHcUijNwcaXH4C8ya1tWafZWBLCGF5GNXsezeCkMXe1LP3sa/e/5usaG7M22CdyNPyyTl+HVMvdwxblhHhxa/PJQUgfIsm9jEFMomSB1MMK1pTSqpdKc7pzldHjOBvEp7j3iEGDGXuEQ72qnPvQwOlEf22negNIivug6UlJQU1qxZw5o1axCLxfTo0QNfX18CAwNRKBSYm5uTmppa5nmrz5NsDeRbvmUa0zDHnI/4qExjJzGJJzzhAQ/4gA9e2Ja/+KtU/RxxJJZY6lKX1hT9cCnwYsiS0rhRZzjKzJwi+1j2bIXbV29j1spTi5YJCJQNkZ4eTm8NVR+r5HIejFlM2iU/XN4fh8u8cbozrgSyyVbne8uRI0WzNKtIJMJ+ZHeiN+Q5Tay6Nte6jQIVgzJbmuc8AVAokcWlFNvfCqtKt+lFUOZIiVr9Z4F2yx6FC+MWxa1+H5B87EaBdpGBHm0urcaidcNy2yhQNPpWZuhbmdE5/A9k6Vn4j/2CpGM3QPGc4IBSRU5oDFebTcWonhO13uiL+yelqyJW1dC3s8JhfF/1sXn7phg1cFVXEjT2yIus9e8xm8xbDxEZ6OHywQRcF05AYmKkE5tfFoYznIEM5AhHSuz7Pu+X2YHigQcBBPCAB3SkY3nNJJdcgggC8koyP+ShhgNF4OVi7ty5bN68GWtraz755BOmTp2KoWFexGh2djZ37tzh9u3SZV48jxCBogWeegWDU4Nxt3DXtTmFYoEF6aSrj5vTHE88mc1sbLDBHHOccEKJEj/88MQTC6qep7G6E7Hyd6K+34U8MU0tZPg8duP74DxrBObtm2nZOgGBFyfqxz2E/i+/Gk+7lH/Qq8Jh/ytZySEOMZ7x6rTJ50k4fAlFeiYOo3sIJcGrKXE7TxLx/R7Sbwdh2aEpXn8tR2JavhDyqoBvl7dJv+Cv0dZw51LsRnQr1XtUKZNzpfk0sgOfSw8Wi7Ef0YXGG98V0nW0jEqpJGrbcQKnfwcyRdEdxSLcPplAvYVjq70GmkqlInrtPuSJqdSaNQKxsSFXTHtr9LEZ2oXG+78iNzoBZU4uRvWcdWRtzSWbbDaxiRvcIJJIXud1ssjiFKfYy15Uz4RJu+FGC1pwmtPMZjZf8qVWbV3BCr7kS9rSlkMcwhRT9bm7aXfxtvSustESL4J6rWmr/QgUj8SqGYHi4eHBokWLmDRpEvr6FVtEQ3CgaIGnb2pSwcTChCtcwQsvXZulwQlOqNNxXuM1fqfsyvwCZUeZIyXTL4SoH/aQeuomsujEIvu6fDQRt8+nIRJV3ZBxAYGSCHl3NdGr8tMKOkhP14jqULnxKUjDYjBr2aDalx19WUglldnMxu2HaHrPzRNWFelJaO27GdPGbjq2rnyolEoCBi0g5S9NrRKT5h5439la6t+P6x1mk3blfoH2xlvn4zypbyEjBLRN0IebCFuxE5RFP8abtvSg9flV6FdjZ+DzBL21ktif81MljRq44r56LveHLEKVK6PeD3OoNXuk8KxUgYxnPDvYAcCP/MgsZqnPZZHFUpayhjWYYcYCFvA+76vPxxGn00plvvgyiUk85CFZaVlgWTUX+y+K4EApiEKhQFJJz2PVX3mqmpFFljq649lSYLqmN73JIotMMgXniZZQZGRxt+00fH2mkfD7vwWdJ/oS9ByssRvbi46Kc9T9YrrwQCBQ7XF8cyDi/3ZFrQd3rhHOk6yH4VzzeI1bbd/mvNErJBy+pGuTBErBcpbzG7+huJkfZaGSK0i/VtBxUF0I6P9+AeeJoYcLLa7+XKrfj6jtxzll+GoB54llp6Z0TfhTcJ5UIeove5NeiuO0vfETYivTQvtk3g7mnNkgIjb+hUpZdZ45X4T6GxbgfWcLxo3qILEwxe2LaSTsPoXqv+pSj+et4apVP5KP5VWKUuZIi5tOoBQEEljoawATTFjBCjLJJJZY+tNfXVW0FrV0Gq1+ilO0oAV3uFNkdVGBmktlOU9AiEDRCs9GoDz7PTKSkexmt9ZF6KRIucxlGtIQZ4RQR22hlMnJuHoPZU4upi0bkh0Yhl/n59TKRSLMfBph3LAOLgvGY9qsaqZ8CQi8CLlxyeRGxGHasmGNcApGrT/Io3fyy92atfHE6fqnOOKIniA1VmVZwhKWspT6t834qVNrDLJB38mGNnd+wcDRpsTxpzlNFFGMZKS6Es8pTpFIIsMZjgTtRiIl/HmGByM/1mzUk9Am7E8MnUtXAvak3isFdDZqzxtFw2/eqigzBSqJyK3/ELzwl2L1e0yb1aX1hVU1Lv0qcd9ZAkd9As84icw7eSFPTCM7MAzXD1/H7UvhPVxe/uIvJjMZG2w4zGEaUHzlkstc5iIXGc5w3NHdc6wZZmSSmd+QRo2PQAm11n4ESr3kmvk3LQ7BgaIFinKgGGKIHDk96MERjmitFGIvenGKU1hiyQ1uUJ/6Wrnuy869vu+R8u81APRszGl2+kfuD12ENDQaAImlKR7r3sd+nFDZSECgqrGd7WxgAz3pyVKWapzLDorgRoupKLPyRJ/DekmYdCJv5+s85zHHXBcmC5RANtl8wickkMBSluIYZYqBnWWpoqL2sIfRjAZgLGP5gz/YxjYmMQmAaUzjZ36uVPufRZkj5brbSORx+ZVyrF5tj+eupeiZFx6d8CxJZ+8SOPW7fCFdALGI2v8bRsPvy16WVEB3ZD2O5mbnueRGFp0SbNzAhQ6BW2pECeSnZD98QvRP+4n+YQ8Alj1bk3rqZt5JkQjjxm5YD+yI07RB6NtbV2ntLYGKocAGteBAqXAEB4pApVGUA+VZjnCEAQyodFtyyNGorb6VreoHPoGKQ6VUkhsZj76TLWJ9PRTZUq6Y9NLo02DrR9gM7UKWXzAGrg4YutoLApQCLyWp5+4Q+8thjDxccF04HrFR1RI+TCIJBxxQkCfceIpT9KCHRp/MwDBueE0BuQKFWMXkgOuEe2bzD//QFyHtoTBiiWUnO2lBC7rTXSc2KKW5PPl6JyKxGNe5I0tdzWMhC1nJSgDqU59HPGIWs1jLWiBPiP0udyvN7ucJW7qZiCWb1ce2o3rQaPfnpRobu+88/iM0nYJiUyNanliJVfsmFWqngPbIDo/jwduryAwII+dxbIHz+vZWtDr7LWbVVO+nKBL3nUWRLcXIwwX/LjNQyQsK7kqszGhyeAXmHb1qlBNJQJOOdOQyl/MbXgIHymMrsNBiYG+aCuqm1My/aXEI3xpa5BKX+JRP8cKLmczEFVcAjDDCE+2UojXCiLGMBcAVV3rTu4QRAmVFpVDg120WN+qM4KrNq2TceYTE2BCbIV3UffRsLbDo3hI9SzMsOrfAqG4twXki8FIiS0zlXt/3iP/tGOFLNuPXZaauTSqAPvoaEYImmBToIzEygP8e1CVKEaapethhR3OE0sZF0YtezGUuPenJBS7oxIbbnWYR9slmHn/0C49mrSr1uClMwRVX9NDjAz4AYCpTscceffSZz/xKsrggIbO/13CeADjPHV2qscGfbi3gPNGzMadb8gHBeVLNMa7tgPfRZXQM/g2zFh4FzsviU7ja5E1OinvjO2IJNWU/1XZ4NxzGv4JF+6Y0v7YRlw8LlnVWpGTg12Um1+wH4tdrNlmPwguZSaC6c5rTNKIRAN3oxn2qr76VQPnIzMzEz8+v0HP37t0jIyOjXPMKESha4KlX8HnvXAQRHOYwHelIC1pozR4VKoIJpha1NMp7CZQfeWoGEnMTRGIx2UER3GowVn3OvHNzmp//CZVSSaZvMIrUDEy8PNC3eXk8tQICRSF9EsMNt5EabR1yTiE2NNCRRYVzilNsZSvd6c4UphTaJ/y73cT99i/Gr3gR+r4zLe07CTpTRaBEiQEG6qiejWxkKlO1akNuTCKXa41QH5t616fN7V9KPV6FCjlytWAi5N2XDJnWUnIBrjkOQvZf6o6BqwOuH75OrXeGlTguYuNRHkz/XrNRLMbn9nrMmwv6WzUNeW4uF5xGo0guesFQ74s3cP9ovBat0g5PPttCxLJtqKSyIvuIjAxwfHsIHt/P0aJlApXBTnYSTTRTmaqRQlvUeqwm8PTenlhoPwKlTlrVjUBJSUnB2dmZM2fO4OPjo24PCAjA29ubJ0+e4OTkVOZ5hQgUHeKKK+/wjladJ5CXE1if+oLzpIK4P/QDrlr143azichT0jF0tUdilZ9ba1jHEQCRWIyZdwMsu7UUnCcCAv9hWMcJ18VvINLPi8Cyf71vlXOeAPSkJ9vYVqTzBMB17kj0HW2IX7kfM8e1sOGGFi2sXogRs5zlmGBCJzqp9US0SeCk5RrHdT4uuFNdHCJEGs4TyLsvbTpPotftV1cZEZsY0Wjfl6VynsTtv1DAeWLZ1YvO4TsE50kNRc/AgO5JB+ie/RcNV89EYlEwki704y2ctR1G3IHzOrCw8qjz6Ru0S/qbtjGHaHLsOwxqOxToo8rJJWbVHi6KOnO94Vgy74fqwFKBF2UzmxnHON7jPcZT85yBAmXDysqKgQMHsm3bNo323377jV69epXLeQJCBIpWqMkez5eR3JhEZPEpmHp5kHL6Jvd65u9WNNy5FPsxvZBGxBE6bw369la4LXsLPQvBWSUgUByKbCmyuGSM3Mr3Y1YVSLsawO32+YKbJk3caHvvVx1aJFAcV93HkfOfiLfT9EF4bphXoE8QQRziEN3oRmtaa9vEYlFkS7li1kddecRjw3ycpg8p1dgrLaaT6RuiPjZpXIcOAZuLGSFQ08hNSuNG+/+R/Sii0PP6dha0vbsRY2dbLVtW+cjik3nyxa/E/LgXilkF6TvZ0DZ8n5BiXY14Vp/KE0+Nsss1eT0mRKAUzdGjR5k8eTLR0dHo6emhUqlwc3Pjm2++YfTo8m3eCBEoAgJlIOnvK9xwH82d5pMIfe9Hcp6tWACYNs/LMzZ0daDRrs/wWPOe4DwRECgFEmPDau08AfKEoJ+p4PJvr2Ca0YxrXNOhVQJF4b7yLfQdrDFv40ndxQXF1DPIoBOdmMc8OtOZEEIKmUV3JO4/y7OrP5NSlL3PDo3ilGE/DecJEjFeexdXgoUCVRkDGws6PtxK6wurEBkXjPqTJaRxyXUMjxZuRJ6WWcgM1Rd9e2s8fphLm4gDNPxjCWLzgtE4ALKYJPy6zuLeq/PIuP1Qy1YKlIdZzMIbbxxwYDnLSx5QwxArtf9/Vadfv37o6elx9OhRAM6cOUNGRgZDhw4t95xCBIoWqMkez5eB+B3/knHzARIrc8IXb4L/PjIGzna09N+GX/fZZPmF4DRzGB4/vqdjawUEqj+5sUmknrqJefumGNXTrYZIIIGc5jSv8AoeFBRifJ70Ww+J+fUYe1uc48MpewHoSlfOcrayTRUoJWc5SxBBjGZ0sSWmwwijLnXVxyc4QS96FdlfWyiluQQMmE/qyZvqNruxvfD8Y2kxo0Cekc2F2mNRpOQvhg1q2dD+3i/oWwvPJi87aTcecOfVD5ElpBY4J7Eype7HE6g7b5QOLNMOkT/sJmzRBlTZ0sI7SMQ4Th2EvoM1zv8bib6dlVbtE3hxavJ67Om9RZhpPwLFNaNqR6AAvP/++4SGhvLnn38yZcoUDA0NWbduXbnnExwoWqAmf2BrKrnRCahUKjL9QrjfLy+sW2SghypXru5Ta/ZI3FfPBfIq74gkEl2YKiBQo1BkS7ndZALSx9GIzYxpfnk9ps1KdlxUBjHE4IknaaRhhx0PeYg11iWOU2TlsGXDTPZb/MXfb8Twmng829muBYtLT+zvx5DFJuP8v5GIKyE8PfXKPRJ2nsTpzQGYeunm368w/uVfdVnpnvTkJCeL7T+XufzCL/SlL7vYhR66D+VP/vcaAX01nfUNdyzGflyfYsfdHvAhSX9pRkN5rv0frjMGV7iNAtWXB/PWEfH9n4WmtogM9Wm640Mch3cpeLKGkHL+bl6EcXAkJg1cybhWsHKLVZ+2NP33e6RPYtB3sEZspD3dI4HyU5PXY0/vLcpE+w4U56yq70Dx8/PDx8eHoKAgmjRpwrFjx2jfvn255xMcKFqgJn9gayLxfxzn4YTPQalEbGyI8uluhEQMCiWIRNT5Yhq1P5yoW0MFBGogOSGR3PQYoz6WWJnR0vdXDGs7at2Wy1ymIx3Vx/7405SmJY4LnLiM2N/+BeDxknoMX7y62EgHbRM4+Uvifz2mPjZu4UGbO1sqZG5pXDLX6owCaW5egwjahu3BSAf/foWxkpUsZCGvbHPk7Q88cG/kQ9N9n6FnVXX+fUoi42Ygfl1moMzORWJhivva93CY0LfEcSfFvTUWxU13fozTmO6VZ6hAtUWlVBJ/6DJBCzeS/bCgRopJUzd8rq1FYmKkA+u0hzJXxv2hi0j5+4pGu5GHC4qMLGSxyejXssX71mYMnGqeVkxNoyavxwQHSsm0bt0ac3NzYmJiCAwMLHlAMQgaKAIvPSqlEmlkHLdbTOKyWR8ilv2mFuVTZksxdHfG2LMODbZ8iNf5tbS4tVlwnggIVBKG9ZyxHpq/u6lIySDtop9ObPHBh+EMR4KEPvThF37hBCdKHJfhG6x+7fF9XJVyngDE79C8h+y7wVx1H1NE79KT4RfMNcch+c4TABU8+er3F567opjABCbsaMGiyZ7YROuTcvo2MVv/0bVZpUYaEUfAq++jzM7F0MMFb/9tJTpP5BnZ3Oz6robzxLpPK8F5IlAkIrEYh6GdaO//C7XnjSxwPuteGGdMB/JgzlodWKc9xAb6NP3rGzz3fE6dL6Zj3qU5Rg1rY9yoDrLYvNLhsuhEUo5fJzsogieLN5F05KKOrRYQECiMiRMncu7cOSZOfPE1nOBAEXhpyXz4hOseo7mk340brsPJ8g1GmZlNzuNojX4u88bSKnAHDq/3w6JzC8y8G+jIYgGBmo9IJKLJ/q+w7NMWAP1atlh09daqDfHEc5e7iBHzJ38STjjnOc8qVtGf/jzmcbHjbfrnh4UqUjN5/NnWSrP1K76iJS35ki9L1V+ZKwOZokB7bmg015u8jkouL2RUyeQmpXKnzbRCz2U/eFKuOSsDZ5x5e64bIlX+Fp2Rh0u55gommA50oBWtuMOdCrKweNKv3EMWnwKANDiyVBEA4av3k3I+3wlpN6QDzfcVr5ciIAAg1tej4Tdv43VgKegVTFOOWL2fMxaDeLxipw6s0x52I3tQ+6OJND/3E60f/IF5+2ciEfUkmPk0xq/rLMI/28L9QQtJ2Htad8YKvNQIIrJF8/rrr7N48WKmTJnywnMJDhSBl474/We5KO7MHc/XyA2JAqVmFptZm0Y0v/ozdZZNp/GRldSaMVxHlgoIvLw0/etrvO9sodX93zF0ttPadQMIoAEN8MabN3kTgDTSyCEHABkykkgqdo7a749Bzzo/6iTx4KVKs/VDPuQOd/iYj7nHvRLHiJ+pEvQ8OffDuO3zFsqcIkQUiyBuz2mu2g3S0Ih6FmMP3QoBP4tSJkeRnKE+thvVHbtBHYsZUTRLWcoVrnCb23zABxVlYrFYdPXG8L9qVdb9O6BnU3zIdNTWY4R8slV9bOThTPP9n6FnZlyZZgrUMByGdKKX7Bge37yFyFDzO0SRnk3wB79w69VFOrJO+7gsnECdL6djN7YX3rc2YeTmhCw6QX0+4qvfkMUn82DcYu4P+YCckMhiZhMQENAGNjY2LF68GCenF6/4qHs1NAEBLaDIzCbx4AUSD50nadepIvuZtmxA4wNfoWdphrlPEy1aKCAg8CwiPT1MW+RFe+WERiE2NtRKjvkxjpFKXhWK3/iNzWzGE0+WsIQ/+IOhDKUVrYqdQ9/GgkbbP+Le0I9RyeTYj+lRKbaaYYY++siQoY9+qVOFDOu7IA0q/IE+8/YjrtcfR+sH29EzLby057OknLvLg9HFl8BV5uQWe16bqGSaTh7H8b3LNU8UURoCtLWo9UJ2lQZ5Sjr6dpa0vPcb0vA4jBu4IhIVnewef/QK99/4WqOt+f4lxY4RECiOuvNG4TK1H1eaTSM3IkHjXPI/1zkp6YPjxN403TQfkbjm7tGK9fUKpHJbdPMm7ewdAAzrOPJk8SYSduZ9R2TeDaLF9Y3o25csQi4g8CKIlSDW4le8+CVVUq25324CLz0qlQpFVg7ZD59wt81UHo1fWqTzxKi+C/W3fEjzyxvQszTTsqUCAgJFEfXDbm66j+aG20iSj12t9OuZkf/5lyPnF34BYDGLCSSQ5Swv1Ty2/dvjE7yDtvd/pc6CcZViax3qcIhDvMVbHOQgdahTqnFPc/efYujuDM88cOVGJnDZrB8hizYUOUfOk1hutZqCX7fZBc5JrKuW5suzSEyM8NyyELPWDXGeNQzbckSfKFHShCZEEQWAAw78yI8VbaoGj6Yu56r1q9xpMRlVrgyTRm7FVn6Tp2fhN3yJRpvjaz0x93KvVDsFaj76luZ0Cd9JO7+NiI2fqz6jVBG79TjnbIcjS0nXjYE6ovHB5TjNGIbDG/3x+Gkeomei/aRhMQS//Q1Rq3Zzo+5IHk74rNzpkgICArpHqMKjBWqy6nNVRZ6chl/XWWT5hxTbT79eLZpf/AmjWvZaskxAQKAs3PWZRsb1vDKSJs09aH5pPRLTyks/+JqvWcAC9bENNiSSWGnX0wW3200n41q+An2td4ZiN7o7fj3mFugrsTbH2NMVl3fHYNHGk6ifD5N2wZf0i/4F+1qZ0vrB7zx47XNST94EQGxhQvvIfUjMSo5m0QbZodHkRidi0a5xuUvP72Qn48h3itljTxxxFWViAeSpGVy16qc+brhzKfZjehU75sHctUT8sF99LDYzokf6kUqzUeDlRKVSEbXpL4IW/oI8qaDDxNTLnTZXfkDP5OVLGZOnZeLX6R31c6hFN2/Szt2F/5ZdtmN60mDTIlT/pZHrmVeN78iaTE1ejz29tzgD7VfhccitHlV4KhIhAkWgxpB87CoRK7aTfv0+iYcuFOk80bO3wuGtwXjf245PyB7BeSIgUIWxGdxJ/TrLN5h7r84jN6byHBozmalxLKf8u4TylHSC568j5MONKDKzAXjEI97gDZay9IXmfhG8TqzCrH0TEIkQGRlg2rohVt1b4blrSYG+iuR0Mq7c58GYJVz3GEfkih2FOk+MPWvjE7EPPXNTUk/fVrc7jO1VZZwnSceuca3+a9zpNIsLlgPIvB9WrnmeT9fpQpcielYMYjNjDN3yykCLTYwwa1m8kHnmwwgiVuc7TxBBs98/rEwTBV5SRCIRLlMH0OHhVvQdrAqcz/QL4ZzlULIj47VvnI7RszCl6fHvsR7UCYvuLan3wxz07a3U5xN3nSJw1Cdcsx/INfuBQvUegQpBEJHVDoIGikCNIOXkDQL6zVMfm3fyAn09eCbf3f61PtT9fjZ61haI9YW3voBAdaD2x5NJ+fc6aefvApB+3hf/Hv+j1f3KKY1rgglf8RWLyBNETCONXHIxwKDMcwXNWUPstmNAXjWeBmvnMprR6ootdtgVcNhoAz1zEwxr25NxJQBVTi5BU1diO6gjDqN7YtmtBffHLCX9/N0CAtuFIgLXT9+g7qeTEInFPJy2Ql0GHiDlzJ3Ku5EyknT0ivqelJk5xG47hvtX08s8z7Niva64so51FWZjYUQu3440LBYAu/F9MG5YdKqWSqnk9isLNUoW1/3kdewHl08oV0CgNBjYWtI1di9Rv5/g/gTNNEeVXMEl13FYdGpKm7PflTvyqzpi4GRLk0Mr1MfNTq8mcMRHZAfmVSbLvP0Q1X9l3wPHLsa6T1tMmtbDxMujxCgzAQEB3SGsIgWqJTmhUQTP/A5lthSPn+YVKJOZftGPJse+I/POI+TJ6Zh3bIbtoM46slZAQOBFqP/LQu4PWUR2YF7EQPajCFQKRaU9iL/O66xlLRFEMIEJ5XKeAMiT80Pao9YfwnZIJ7JeyVK3ZZL5wraWl5QTtzSOw5ZupcHa9zB0tMX7zGoy/UO4N/ADpGExhU8gAtuR3fD89WMkz+ggZAVoRnUYOFe+8G9psRvehci1B9QOHot2jcs8hx9+zGKW+jiTTBxwqCgTCyXzziP169z/HClFEbJkm9rZAiA2NsRt/uhKs62qknrBl+TzviT9fRVkCrIehAN5KSfKjGyQ/1fKWyLOez+IRIj09JBYm6HMlaHKkWHawh23j18n5fQdXP43HOM6L165oabjPL43tr1bcan+pLy/8zOkXbzHWauhNNvzCXb9fHRkoW4xaVKPxgeX8+iNr0ClwqKzF5Ff/wGAKjOHpAPnSTpwHoDUUzexeqUtFp1bYOBoo0uzBaoRgoisdqiRGihr167l66+/JiYmhhYtWvDjjz/i41P0l/WePXv45JNPePz4MQ0aNGDFihX0798fAJlMxscff8xff/1FSEgIlpaW9O7dm+XLl+PsXLrSjDU5506bSJ/EIDE3Qc/agsARH5G47ywAIiMDml/ZQPD0lWRcDwSVChMvD1rc+KXYkp0CAgLVB3lKOrcaj0cWl4zNsK403vtlpV4viyx88WUzmzHHnM/4DFNMyzbHw3Buer+JMjtvh9G4cR2UATNYxCLqUpe1rMUE3aS3+PWfT8rf+aK89uN60WhHwWo6KpWKtBuB5DwMJ+dxDMpcGXZDu2DWon6hVTYS/7lCwKv5GjLeV9Zh3q5p5dxEMShQMIc53OQmC1nIUIailOaSePgSWYFPsOrZCsuOzco87/MaOW1pyzWuVaTpBUi75Mf9IYtQyeQ0+vMLrHq1KbSfIiuHM2aD1BoLAG2ursHSp1Gl2qdLsh9Hk3LuLsknbhL/+0mN6KeKRmJrgSIxDQCHN/tj06ctImN97Pr5IDYon5O1JpNyJYBbPeahypEVOOf0xis03bygkFEvH7G//k3Q5GJ+zyRiTNs0ouH2TzCpX1t7htVAavJ67Om9JYm1r4Fioyy9BspXX33Fvn37CAwMxNjYmI4dO7JixQo8PT2LHLNx40a2bduGv39e+nDr1q1ZtmxZsWv7yqZCHSi+vr6cP38eAwMDOnbsSNOm2n9o2rVrFxMnTmT9+vW0a9eOVatWsWfPHh48eICDQ8FdokuXLtG1a1e++uorBg4cyI4dO1ixYgW3bt2iWbNmpKamMnLkSKZNm0aLFi1ITk5mzpw5KBQKbty4USqbavIHVluEL9vGk49+RmxiRLPTq4n6cS8J2/9Vn/dY/z5Obw0lNzaJLN9gzNo3FQS5BARqEIkHzhE47D8dB5GItjEHMXCo3F253vRWl6p9m7fLlapxvekkdVSGcaPa+Nz/rUJtLC/yjCwum+cLk3r89C7O7wx74XlzHkeTesmftPO+2A7siM2ADi88Z3n4gz94jdcAMMaYdNLx6zGP1DN30LOxoNWNDRjXK3vp4eMcZxCDkCLFAw/ucQ9DDEseWAGoVKpiSxDH7juP/4il6mMDF1u6ROzShmlaQ5EjJXjeT6hEYmI3HkGVW3BxrgvEpoYg0cN5xhDqzB+Lvo3wrAegyMnFf8JXJPx5vuBJPTGdnvyBUa2qE6WmKyK//YMnizejUihAqSr6fW2gh+snk6nz4cQaXSa6sqjJ67Gn95aC9h0oVpTegdKvXz/Gjh1L27ZtkcvlfPjhh/j7+xMQEICpaeGbVOPHj6dTp0507NgRIyMjVqxYwf79+7l37x4uLi6ltjUhIa/0up2dXanHFEWFOVB++OEH3n33XSwsLJBIJCQnJ+Pl5cWvv/6Kt7d3RVyiVLRr1462bduyZs0aAJRKJbVr12b27Nl88MEHBfqPGTOGzMxMjhzJV6dv37493t7erF+/vtBrXL9+HR8fH8LCwqhTp+SykTX5A1tZKDKyCFu0AXlyOnW+nM7dVlOQJ+Xt/FgP7ESDXz/ibus3kT6ORmJhQvOrGzFp5KZjqwUEBCqL9Cv++HZ4W31sM7Qrjfcvq9RrWmNNCikANKQhD3hQ5jlSzt7Br/9CVEolzQ58iU3fqhO6/mjaSmJ+OYJhbQdaXF6HocuLCWr7vTqflH/yolpsR3Slyd4vKsLMcnGUowxkIJBXJScq4zEXzfurzzfa/hGO4/uUaU45chxwIJlkxIjxxZemaH+jqDDkObmcNR8I8vwIjMbbFuD8+is6tKpikCWlErZ8B2IjQ8I/36Zrc0qHWITE0hSr7t402rwQPauqW9pbG0RtO879SSsKPee5fi6ubw3UskVVl7RLftx75V2UmTnF9qv34xxMvepj2a2lliyr/tTk9Vh1caA8T3x8PA4ODpw9e5auXbuWaoxCocDa2po1a9YwceLEYvumpKTw0UcfsWvXLpKTkwGwtrZm7NixfPHFF1hZWZXZZiiDBsq9e/fw9PRETy9/yObNm/H29qZp06Z8+eWXLF++nPnz5yMSiXj8+DHr16+nS5cuHDt2jI4dK1/ALDc3l5s3b7Jo0SJ1m1gspnfv3ly+fLnQMZcvX+a9997TaOvbty8HDhwo8jqpqamIRKIi/+hSqRSpVKo+TktLK/1NvMQosqUk7DiOgbMtcb8fJ+H3vAgTWVwyIoP8950yR4q+jQWtH/1B+pV7GLq7YOj84t5EAQGBqot5+2ZYD+5M8qELAGTdK75E+YsiRUoGGepjSyzLNY9VN286p/0FKhUivaolO9Zg4wJMW3gQPG8t1+qMwm50Dxr/UTCNpzRkP45WO08AEv88hyIrB4mJUUWZWyYGMIC1rOUmN5nJTFLP+SIy0EeVK0PP2hyrnq3KPOcNbpBM3gOYEiXHOV5pDpTsR+EEjvgYRUYWDX79GMsuLYrt/2T5HxrOE+OGrtSaUDYHUVUj/fZDHn/+G0n7C4leKAaxmTGGdZ0wcLTGsktz7AZ2wMSrHpJSptkosqVk3H2ELDaFrPBYniz5FT1rc8RGBmT7h5bOCKUKRXIGifsvcHH/BdATY/2KD3U+noBVh7KnjlV3nCf2waJNQ272mY88Kknj3IO3V5F6JYAmv8x7qQRmi8Kioxc+8UcJ+2gDiX+eJfdJ4bpHobN/AMB+0quYt2+KefummHkXX6FLQKCyeH6ta2hoiKFhydGZqampANjYlD6iOCsrC5lMVuKYpKQkOnToQGRkJOPHj6dx4zzds4CAALZu3crJkye5dOkS1tbWpb72U0odgWJubs7du3dxd3dXtzVp0oRHj/LEzZRKJcOHD6dTp060bNkSb29vLC0tWbt2Lb///juXLl0qs3FlJSoqChcXFy5dukSHDvlhwwsWLODs2bNcvXq1wBgDAwN+/fVXxo0bp2776aefWLp0KbGxBb+0cnJy6NSpE40aNeL33wuvArFkyRKWLl1aoL0mejwrgtQzt1BmS4nddJTEP8/kNYpE6jxui67e2I7uSejs7xHpSWi0fxk2A4SKAgICLxs5oVH4tn8LWVwySES4LX8H5zmjK6WqVhZZmGGG6r9yJgYYkExyuTRLFJnZRP18BHlSGk5T+pcrdaSyuGj6Csqs/J3OJkdXYNu/7Gk3iUcuETAoP8pTbGJIp8zjFWLjiyKNjOdK3bFq4VADZ1s6RP5Z5nme8IS61FW/Jy5zmfa0r1Bbn/Jo6nLiNuVFxlp0bo7X+Z+K7KtSKgl85weifj6qbmt3fxNm1TQqM273ae6P/1zDIVQkEhFiMxMa/7oI6z6tkZgYV7p9KrkcRbaUuwM+IOt2ECI9CYqUjJIHPkUkwrCuI/W+mo7jmJ6VZ2gV5d6kFcRsK+S7QSKmXcAmzBoKOh/PIo1P4laziSjjUortJzI0oOnJH8h5FI55uyaYNK6rFfuqEy9NBAraC0FJQ4VVIe2LFy9myZIlxY5VKpUMHjyYlJQULly4UOprzpgxg2PHjnHv3j2MjIrepJk7dy4nT57kxIkTODo6apyLiYnhlVdeoVevXnz//felvvZTSv3UGRAQUEA0NSAggJycHPz8/OjSpQtisZidO3fy0UcfkZOTg5ubG+7u7ty8eZOjR4/StGlT6tatW2YjqwoymYzRo0ejUqlYt67oXPhFixZpRLWkpaVRu7bwg/AssqQ0EnYcJ/tRONGr9+Y1Pisb/Yxfz+2rt7Do6IXNgA6IjQwwcBLyZQUEXkaM6jkjMTfJc6AoVITN/4m4TUcrpaSxCSYMYhCHOARALrmc4xz96FfCyILc7T2P9CsBAESt3U+7kD+qTEi/2NhAw4EiLWK3syRUcgWIUJfPdV3wWgVYVzFIoxLzq64ARh6lE4B/nlvcwg03wglHgYLXeR1ffDGm4hftYqP8aAmRYfFi6BFrDqqdJxILExqumlEtnSexu07xYNJXqKTF6JroiRFbmmLarB7NDy/XidaZSE8PPXM9Wp/7Ud2mUipJuehHzOa/STx0AUVSMQ4VlQppaAyBYz8j8LXPMW3VgBbHv0W/inwnVDZNf12I49ge3HttGfJnHU8KJVc936DlmW+x6VZ8xNXLhKG9DR1ij5Bx5yFhn2wk0zcYk8b1SD2muSmskuZyr8dsVDI5ImNDWvptA6USlVKFiWfJcgMCAi9CeHi4hlOqNNEnM2fOxN/fv0zOk+XLl7Nz507OnDlTrPME4MCBA2zYsKGA8wTAycmJlStX8vbbb1euA6UoB4CRkRFt27alU6dOtGjRgl27dqFUKgkMDOTOnTucO3eOU6dOMXHiRJKTkzEzM6u0lBY7OzskEkmByJHY2FicnAovP+fk5FSq/k+dJ2FhYZw6dapYz2Vpw5ZeNlRyOYlHLxH13S4y7wahTH2uhKdSBSIwrOeMSSM30q/dx+mdoVh09ALAqG7V2bUVEBDQDQau9uQER6qPswPDCHlvNe7f/a/CrzWd6WoHCoConLs66dfztVPkyRlII+KrjAOl2bFvudNmmvq4vOKXwbNXqZ0ndqO6U+eTSRVgXcVg3sYTpyn9idt9GvNWDfE6+lWZ51ChYgITNEpPBxFEJJHUp35FmguAIj2/3LWiGC0ElUJB+A/71MdGbo44v1F2J58uyU1K5YrLyEKrtTxFbGaEVa82NN7xMXo6SgsrDpFYjHWXFlj/l2qlUipJOe9L+Dc7Sf77KiiKCPZWqsi88ZBL1oMQGerTeNen2A7ogLiKpftVNHav+tAt+QBXvKeTeVczHfN2nwV47V2Mw2Ah0vhZzLwb0vTw1+rjBxOWkvD7cfQdbZDFpyCSiFHJ5ACosqVEr9lL9Ko9AHj8vACnaYN1YreAdlEiRqnFCBQlKkCJhYVFmaJ6Zs2axZEjRzh37hyurq6lGvPNN9+wfPlyTpw4QfPmzUvsHx0dXWxBm2bNmhETE1Nqm5+lwiScv/32W1auXMnUqVO5desWDRo0YNCgQZiZmeHs7ExiYiJPnjxh9+7dFXXJAhgYGNC6dWtOnjypblMqlZw8eVIjpedZOnTooNEf4Pjx4xr9nzpPHj16xIkTJ7C1FSIgykJ2cCRXnAZxSb87D4Z+SPq5u5rOE738nFeLrt60Cd5Nk6Nf0y7+CG6fTdWBxQICAlWVOkvfLNAWs+5ApVyrPe01UnZmMIPpTFfrYJSW2gvGqF/bDumESdN6FWbji2LWqiGmLf5zAIhFhC//nayH4WWaI/HIJY2oAZsBHapUhQiRSITnpgV0Sf8b77M/IDErOWrhMY85wAFSycvPFiFC/NwjU3/6U4/K+bc0a9kw/3Xross7PlqwkeyQaPWxSzUS48wKCueS60gu2w4p0nkisTGnte8muqT/g9eBL6qk86QwRGIx1t28aX54Od3kp+kiPU7t+WMQmxUdraSSyggY+gnn9Xtzzrwf8ozMIvvWFNrf+RmrHs9Fm8gU+A35lPNu41BIc3VjWDXAc/ti2meewCfmEB3lZzF0y9/4NarvQsq/19XH0T/tI3brX1y17c/d9tORJaTowGIBgbxqcrNmzWL//v2cOnWKevVK9xu6cuVKPv/8c/755x/atGlTqjF2dnY8fvy4yPOhoaFl0l55lgotYxwcHMzbb7/N6dOneTqtnp4emzdvZvz48RV1mWLZtWsXkyZNYsOGDfj4+LBq1Sp2795NYGAgjo6OTJw4ERcXF776Km8H6tKlS3Tr1o3ly5czYMAAdu7cybJly9RljGUyGSNHjuTWrVscOXJEIwzIxsYGg1KIktXknLvCUEpzERsaEPbxz8RsPIw8rujFhshAn9Yhu0k+eonc6ERqzRiGvn3ZxXwEBAReHp4s2Uz40s0abe1Sj6FnUXgJvBdhDGPYjabjvzwljWO3/0vIoo0YezjT9M/P0LctnyhtZSBPy8T/lfdIv3ofALuR3Wm857NSjY3eeIig6d/kHYhE1PtmBi7vji623K62yY1NImbrP5g0qYvdoJJ3tUMJxRtv0kijOc25xS1yyWUUozhKXqpMD3pwkpPljkoqDYn7z6LIyMZ+XO9CBYiVMjmnDfKjTUR6EjpH78bAruq8t4oi8cJd/LvMKfK8zYD2NDv8VZV6H1UU8sxsQuavJ3b7cZTPRBoVigic54ykwfeztGOcjojZfZqHs3/KS898FomYrqkH0TetfG2b6k7WvRAiv9mJkYczrh9N4pbnOHIeRQBg3qEpWQ8jUCTmOYSd3xuL3egexKw/iJlPY2pVQAn76kBNXo89vbckxFrXQLFBWeq/6YwZM9ixYwcHDx7E0zN/c8DS0hJj47zP+fNr9RUrVvDpp5+yY8cOOnXqpB5jZmaGmZlZkdeaMmUKwcHBHD9+vMB6XSqV0rdvX9zd3dm8eXMRMxRNhTpQnhIbG8uVK1fIzc2lQ4cOpQ7NqSjWrFnD119/TUxMDN7e3qxevZp27doB0L17d+rWrcvWrVvV/ffs2cPHH3/M48ePadCgAStXrqR//7xyh48fPy7SO3b69Gm6d+9eoj01+QP7PMEzviFm3QHEFiYo04p/MBAZGVB/w3wcJr6qJesEBARqCsFzVxHzw171sduqObjOGVXh1wkhhGEM4yEPySEvlWIa0/iZn8s0z2WXkeRGJQBQb9k06izSzqZCaXn0zrfErD+YdyCCut/MpPZ7Y4ofBFww7IUqNz96oKXvVsy83IsZoX2uNRxP9qO8tK+Gv8yn1psDiu2/j32MYIT6OJ54utKV++Q5mDrQgaMcxRrdOvsf/7CP4Ln54rJiE0N6ZB4tZoTuyU1K43bHWeQ8eFLoeZuhnWm681PEhqWrmFMUKoWCmD9OkZuYClIZSSduYd6xCZl3glEqFTi/0Q9peAIOY3ti5KC7f0eVQoH/mKUk/Xmu2H4mrRpg6lkHzy0LkNTgFHHfEUuI36eph6BvZ0HLk99g3rxqfa9UdaJ+2E3o3NWgJ6HRns8JnbsaaVheuoKhuzOK5HTkyekANDq0HOP6rmTcCMT61fbo21np0PLKoyavx57eWwJ6Wneg2CEv9d+0KKf4li1bmDx5MlBwrV63bl3CwsIKjClJqDYiIoI2bdpgaGjIzJkzadSoESqVivv37/PTTz8hlUq5ceNGuXRKK8WBIqBJTf7AZgWGEdD/fWQJqThM6a+xoCkKAw9nmp1cjVEdxxq5uyQgIFD5ZPgGcbfFZPWxnosd7SIOVPh1HvAAL7yQIcMQQ4YxjNWsxh77Ms1zu9Ms0i75A9B4xyc4jOtV4ba+CPKMLC6ba2pndEj7p1iRTmWOlItmfUHxX7UUkYgOKX9VSiTQi3BW0hOUeTZadGxGy4triu2fQgqd6cw97jGOcXzP9ziRHx5fi1pEEVWpNpeGU8b9UeXkpzg4TexD018X6tCi4pGnZnDRZlCe3tlziCyMaX1nM6ZlqFAlz84h5veTxP1+ktQLfhpCweVCLAKRCIm1OZadmmI7oD2u07SXEpV++yG32s+E3GJEdIHW93+tliLBpeVqy7fIuBNcoN1t4RjqL59WyAiBosh68ASxkQFGbk6EfbqRiM9/BcDEy52sB+Hq95phvVrkxiShypZi1MCV5pfXk3n7EaYtG1apaMkXpSavx6qLA0XbhIaGMmPGDP799191doxIJKJPnz6sWbOG+vXLp2EmOFC0QE36wKqUSoLf+YbUkzdxemcoOaHRxKzNF7BDIs5/mP4PQw9nzNs1xaJLc+xfe6XKPVwLCAhUP5QyOZcNuuc36OvRKfdMhV/nb/6mP/3Vx3e5S3NKFi97nkz/EO70mIs8MR3ztp54HV1e5Xb5Lhj0VIsQAvjEHMDQsej84Cef/0rYp5vyDiRiGh/4CruBZS+BXJlkB0dyq+3b6p3WOksmU2/x5BLHyZGTRBIOOPADPzCXuepzlliSQkql2JvpH4IsLhnLHq2K3WCQRiVwwXWcumKd2MiAHtl/VYpNFUHEuoMEzyik0oEIGv3xCY5jSudQTL7ox72RS5HFJxctzFoJ6DnZ4LboNewGtcekXvmqOJUWeUYWj5dsIfLbPcX2M2nhQds7myrVFl1xb8rXxGw5VqDdYVwPvHZ8pAOLqj+KbCmP5/2INDwOty+mEbftGFHf7Sy0r8hAD1WuHIm9FbU/nIhxA1dsBlR/Ud+atB57nqf3FoeB1h0oDuRW+b9pcnIyjx49AqB+/frl1j55iuBA0QLV/QObdtmfx+/9iIGzHfYTXiFweP6Pl4mXO1l+mgrqjm8NIf2yP7K4FJznjsJ14QRtmywgIPAScLv5RPX3j8hAn47S0xV+DT/8NBwmDWhAAAHolb6IHQBPlv9O6KKN6mPnd4bQ4Kd3K8zOiiBqw0GC3/5WfaxnZ0nzM6sxLUT09uH0lcRu+Vu962/ergneV9ZrzdbScrf3e6ScvAWAdd+2eP21okwCt1lkcYADjEcz5SqbbIyoWEHTpKOXuD94IShVmLdvitel9UU6USI3/03gm/n/Vq3OfYd1l7I79rRBwPjPid9xskC7QW172tzdjL518RWpki/4cvfVhagypJVlYpmRWJnhNKUfDb+dUWnXUKlUJP1zlYczV5EbWkSlCFHeZ6/V5Z8KP1+NyQyK5ErDSerqXk+x6duGFgc/e+E0r5cdWXwyd9tNRxoajfWADqTfeog8OrHYMQbuztTfMB/r3m21ZGXFUt3XY8UhOFC0S82ukyZQZhSZ2YiNDIj+8U+i1/yJRfeWZFy9R5Z/KADy1EwQidS7Xll+IbgufoOk/efI8g3GrE0j6n07C4kg+CUgIFDJNNj2CXfbTgW5AlWujLhtf1e4plJ96mOHHQnk6Zc84hHRRFObsuXMmjbTdEKIDKrez6/zW0MwquNI4NglKNKykCekcqvZJOwnv0qjLYuAvCjEK7WGaYiDm7X2pMEvC3RldvE844Awa1G/TM6ThzykM52JJx5DDJGSt4A3xrjCnScAqSdvqtNb0q/cI2H3KeyLiMyIWL1f/dqyQ5Mq6zwJmv9Toc6Tut+8g9u8ojV2VEolwZ/9SvjS38p1XbGlKUbONhi6OWHZuRk5oTEYuDqQetGPzEcR6Bnoo8iSom9rQfajCFS58gLRs8WhSMkg8ru9RH63F0QiPLcswGl8b8TPVBV8UUQiEbavtqdDyE4ezlxF7O//okx9TltOBelXAjgr7kG9FW9RZ/7YCru+rjGt70KHh79yuembkJsfGZd07AanrYbQJXYvBkJEc7nRt7empf9v5EYlYOTuTMq/1wh49f1ix+SGRBHQJ8/xb9raE4tOzXGY1A+jBrWRmBkLaflVAN2UMa6aiMXiEt+TIpEIuVxebJ9CxwkRKJVPVfd4ZgWGkXEtgJzQaMKXbkHfyQbZM15ow/ouSIPyBPgQi3BfO4/H835EmSVFbGRAy4DtGNathSwuGX07S0SSinuAEBAQECiOOy3fIPNOXlim/et9abjtkwq/RmMaE0ig+vgc5+hClzLPE/vHCSJ/+BNTL3c8vp1RZdMZAyd8TvzvxzXaHN8aROadYMTG+qSduatxrvWD3zFpWHYRNm2Q8ziakEUb0bMyw33l28VqujzPcpaziEUF2ocylP3sL2TEi5F+LQDf9tPVO+4Ntn6Ew6SCDsG4fefxG7FUfdzgh5nU+V/Vq6Jxuc4ocsPjC7Q3+Pl9nIvQFlHK5NzsNJuM6w9KnF9kqI++gyW1Zg3FZepADG0q5vkq7c4j7o37ktzIeJRZ0jI5VvQdrGh17SdMnikpW5EkHLzAvWEfF4jKUCMR4/7NDGrPHVkp19cVkZv/JnDa92oto6c03fkRTmN66MiqmkfiwfPEbz+GWfumPPnoZ43y9EWiJwG5AhMvD2ovfoOcoAjsJ/TF0KVsOmHaoKqvx16Ep/cWg5HWI1CcyKmSf9ODBw8Wee7y5cusXr0apVJJTk5OmecWHChaoKp9YFUKBcl/XSZh7xkybz0k+2F4XhUFEYX+KLt+OpmIz7bmHYjFtA7ehUomJ+nwRSy7eWPWupE2zRcQEBBQEzR9BbEbDwN5O2LeNypeE6ArXTnPefVxXeoSSmiFX6cowgnnJ37CE08mM7nSr6dSKLhsMxBFWmaJffUcrOkQW/RDSnXmEpfoRjfkaO5OXeEK7WhXKddMPHSByJU7MGvjSb1vZhZavvh6x9mkXb6vPm579UcsfBpXij3l5cl3uwid91ypbyN9OscfRGJWuBPrUt2xSMPiSpy73opp1HlvFOJC/jaVRVZoFP7DPiXz3mOQl86h4jhtAI3Xv1umqKfSkpuQwuXao+EZEeFnEVub0dZ/K0bOdhV+bV0Rf/gyvoMLOsjrf/cObu+OKGSEwIuQEx5L2IKfyLofRtbdoDKNNWpYG8vuLcm4GoDz++NwmNAX6ZMY9OytkRjrropUVVuPVSSCA6V0PHjwgA8++IDDhw8zfvx4PvvsM9zcyi7KLThQtIAuPrAqpRJFWiYSC1Pitx9DFpdMwt4zZFwNKPNczc6uIcs/hKSDF7Ab2wvHN4ovASkgICCgLZ4s2UT40i1AXiWBNiHFCy+WhyUsYSn5O/5ixCgoX8WPDP9QEg9fxHF8H4zqOJZqTAta4IsvALvZzSgqvlzz86Re8sO388wid7oNPVww9apHo+2fVOmUTZVcTm5sMgbOduUKL1/MYj7jM/WxPvqkkooxurvnk/qvqBfxRnWd6BS6XWe2FMaNdm+TeS1Qo01kZECHmH3oW5oV6H9v0nLitv1b9IT6EuwGd6TxlgXomVeNqK1H760lYtWfRUeCPIuJIR1CfseoGEHm8hK1+SjBc9egTM8u9Lx5+8Z4n/sRsX7VSxksDw8X/Ez417sLtHv+/C4uU/sLKSSVSNjSzUR8+SvIFHkVqwqppqXmmVR/kb4edmN7Ef/bMQzrOOJ1eQOZtx8ii03C/rU+iI2051B5GRwoUZho3YHiTFaV/5tGRUWxePFifv31V/r27ctXX31Fs2bNyj2f4EDRApX5gZUlpSExNUKkJyHy253kRsbjOG0wD8ctIcs/BKMGtcl5FF6mOe3G9sasjSexm45i1dcH9+//V6E2CwgICFQUubFJPBj5MTlhMbj/+C62Q8qeWlMSN7hBWzRF8+5zn0aULfouwy+Ym95TQalCpK9Hh6i9parEY4+9WoNlFauYw5wyXbe8yFPSyQp4TNrNQEL/96O63ai+C639tmr1wbc8xO8/x8MpK5GnZGAzsAPNDn5Z5miAc5yjG93Uxz74cJWrFW1qqYn69Rj3J3+tPrbo2IS2F1frzJ7nCZq3lsjvnnNi6onpnPYXEmNN3ZjssBiutZ2BMj6l0LnEZsZ4n/wGyyoWXfMsKpWKuF2nuT9lJarswqNBniIyMcLnzs+YNHCtcDsezf2RqB/+LOLCIjx+nI3rzOEVfl1dEH/wIr4jlhZIrdKzNqNL3J8VqkMjUDgqhYJHk5eReuomDm/0J+X4dTKu/RcVp6+HSCxSp/+ILUxRPhPN6PDmQOI2HQHAbmwvzNo2JvnvKzhMehWbIV1QJKdhWKdyUuAEB0olXLeKO1BSU1NZtmwZP/74I97e3qxYsYIuXV78OVFwoGiBF/3AKnNlZN4NwriBKxnXA4nfeQLrV9uT8yiCsA83oO9og8ObA4lctg0APXsr5EU8kBSGyMiAJkdX8uTjX9CzNqf+5kUYVMJOiYCAgEB1xQADZOTng//AD/yPsjmXn3y9k9AF+ZVqmv29Att+JaeC7GMfi1iEJ578zu+YU3zVksog0y+Y+MOXcHitNyZ1a2n9+mVFlpzOZcdhGmWZ24XtKnXUz1Ma0IAg8sPXhzGMfeyrMDvLypWWb5F5J1h9XJX0T6QxSVytNxbVM2klImMDOsbsL6D3k3zuDne6vVf4RBIxHSN3YuhY/dJPAt5YSeyv/xQfmWKoT4fQ7RjVqliNCJVKhd+QD0k+fLnwDkYGtH+8s9jS5NWFzAdPuNJ4SoG/s1WPFrT8d6XgRNEymf4hPJrwGSqVivq/LMSv4zuo/qvQ5vj2UGLXH1D3tRrYgZQjee/R59crYktTlKmZmHdujp69JWatGmIzojsGtpaIDfTRs3qx376XwYESgZnWHSiuZFTJv+nKlStZsWIFTk5OLFu2jCFDhlTY3IIDRQs8fVOH/vEPrgO6IItLRiQCfUcbRAb6iPQkSMNiyA4MIzc+hcybDxDpS0g7cweFNBexgT6ZNx+g72SLPDktz6srEiGxMkWRnAGA2MQIZVbZRHAk9pZYdWuJ47TBWL/iUxm3LiAgIFDpKGVyQuesIss/lNqfTMaqT8WXWLTEkjTS1McBBNCYsu2MSyPjuerxmnpnznnmUBqsmVuRZgr8R258Cpcdh6oXWIZujvg83I7YQL9M8xhhpK6+A3CSk/SkZwVamkdWYBhBby4HETTY8iHGDQoX5T3vMobcqP9E3sUieimOF9pP22T4B3PT680C7e0TDmJoa6nRdrHOmELFZQGc3hpI4/VFOFaqEen3w7jR9I1iHSkSCxPa3P0Zk7rOFXvtu0H49noPeWJaoeddF43HY9m0Cr2mLshNTONS/ddRpDyn1SQW0eby6ioduVTTidt+jKjvdmHevgl2Y3vh3202AGIjA6yHdSXxjxMA6DtaI4tNLm4qDSTmJiikuZi1bIgsLhm70T3J8g9FYmlKrTmjiNt4GCN3Z5z+N5KYn/YjNjLA6e2hpF/yI/thOAb9fbB1rVUlF/sviuBAKYhYLMbY2JjevXsjKabAyb59Zd8UERwoWuDpm/oY7bCq7YwsvGSRtFLxTI7hUyTW5iiS0wEwqOOILDoBlUyBxMoMpxnDkJgZY+TmhN24PkKuqICAQI0gdtMRgqYuB0DP1pJ2CUcr/Brv8R7f8z2Q50xJIaVc80RtOMijt79XH3eRHi/zol6gZBRZOVxvMglpWCx6Dla09d+Kgb1Vmefxxpu75FcdiiUWBxwq0FKQp2fh6zOV7MAnANiO7kmjXZ8V6Pdw3jrCv8tP03D7cBz1vyzotNAFl91Gk/vkmWcbQ33aBW7D6JloJYU0lwtOI1GmZBQYb9q6Aa0vrUFSwz4L2eGxXG3yBqqMoje4xFamdE06VOHPZMmXfPHtVHiUnNjEiI5x+6u0flFp8RvzGXG7z2m0iYz06Rj8W40S0a3ORK/5k9Szt3F8cyC5kQnq32ubYV1J2n+uhNGl49n1j3mX5qSfz9MNs3utDwl/nACVCnHnpnS88HOVXOy/KIIDpSCTJ08u1ffqli1byjx3zVCVqkaUx3kiMjJQh8SKDPVBJMo7Vqmw6teOtDO3UebkItKT0PjAVzz55BfkKenU3zAf4yb1yI2Iw7hh7ULV/AUEBASqO2Kz/EWAPCWd9BuBmLep2OpgPempdqCkkkoMMThR9jxtiw7NEBnoo8qVYdaqoeA8qSQybj1EGhYLgDwuBVl8SrkcKK/xmtqB4vDffxVNyKzv1M4TAAMH60L7JRzSTM2o9XqfCrelPMTsPEFuhGZEiev8MRrOE4BzRv0KDhZB071LcBjetTJN1BnGtR3pnv4Xisxsrrd9h+z7Twr0UaZkckbci/o//Y/a7wytsGtbd2xON9UZbnR4h8wr9zXOKbNyuGD2Kk5vDcRz/fsVdk1d4LXrU24mvE/KqTvqNlWOjIsuY2mwehZ1Zg/VmW0CedSaNYJas/IrJenZWSKLT8Hh9b48nPgFibtPgUQMYjHI5MXMVDRPnScA6ZfuqV+nnLih3mzO8gsuMK6moUSMUosOFGWplLR1w9atWyttbiECRQs8G4FiWkqfldjYEGV2XtiwRc/WpJ26CYCBsx1OM4bx5OONiE2MaHrsWwAS9pzGul87rF/tUDk3ISAgIFBFUalU3G4yPn8Hf0R3Gu39okKvEUoozWlOBhnUpz4BBKBP+Zwfmf4hZPqFYtO/HXqFVCUReHFkyencbPEm0vA4jD1r0/r2L+Uqn5lKKhOYQDDBfM3XDKDiq9D5955D6sm833gT7/o0v7geiYmm4KpKqeSUcX/I/W9xIRHTU/o3omLCkrVB1KYjPJr6jUabsWdtfAJ/Ux9nP47mSr3xBcaKjA3pHLcPPbPqHwVRWhTZUm50nEXWncIXchJrczo82ob+c2lPL0razQfc9nm70Mop+rVs6BilO12fiuLBuz8RsargfdT96DU8vpiiA4sEyoJKpSInJIqwRevzqqclpZNx9k6hfQ09XJAGRwJ5zhh5Qqr6nMTaTC1vILE0RZGan+JluWA0XivnVMloiRfl6VrzCRZaj0CpQ1qN/JsWh+BA0QIaKTzOTsiiEortb+DqgNtXbxE65wf0bCxofGQlKf9cIdM3GOf/jcS0RQOygyPRszBB377wnSoBAQGBl4nQ99cQ9e1OAFw/mYzbZ1Mr/BoPecgNbtCHPtiTJwA5jWnsYhfDGc4WtiDS4oOLQNHIUzNI+vcG8pR0HEb3qNKOqoybgQS9uRyxsSENf/8UI3eXAn0yH4RzpdEb6mPDOg50DtuhTTML5bxpX5RZ+Rox+o7WdIzZrz6WpWZwwWpwgXFGni50eMbJ8rKRHR7LFffx6nLUz2PdpzXe/35d6LkX4VbHGaRfDij0XMPtH1FrfNWIaiov19rPJP3qgwLtHsvfpO7CcTqwSOBFUGRk5TnBG9Ym4/YjYtYfwKxNI0ya1CVw+EeIxCI81r9P0NQVyJPTMWvbGMN6tfIiWgDXjycRuXw7KrkCsYkRDf03Y+fuViMX+0/Xmo+x0roDpS4pVfJvmp2dzcmTJxk4cCAAixYtQirN/72SSCR8/vnnGBkZFTVFkQgOFC3w9E0d/Mt+6o5/lajVfwIqnKYPIjc6iYxbD7Hu1w6JuQmZvsEY13d5YaVpAQEBgZcJlVxO3K//oFIqcXxzYJnL1ZYHP/xoTnP18XWu04Y2JY5T5spIv3Yf44a1i0zXECg/0uhEbjR/A3lCnoim25LJ1F08WbdGvSBZwZFcbjhZHUHQ4q8vsXu15ApOlUn8gfMEDPtEo63x7sU4jOoB5O0onzHqmx818x8Sa3O6Jh3Ump1Vmcff7iF0/rrCxWYlIrxPf491l+aFnCw/KRf9uNt5dqHnvK+sxbJd0wq9nrZ5sGADEV/vKdDuOmcYnqtm6sAigcpGGpVA9r1QzDs2AyDm50Po21hgP7EfqSdukPzPFWxHdIdmbjW+Co/gQMln/fr1HD16lMOHDwNgbm5O06ZNMTbOi3oMDAxkwYIFvPvuu2WeW3CgaIGaXDZLQEBAoCogT8vEv8dsMm89xGnGMDzWzqv0ayaQQH3qk0oqZpjxkIfUouQSv3d7vkvK6duIzYxpcfJbLHyaVLqtLxPxe88QMGqJ+ti4oSs+D7aXOO4Od9jGNjrTmeEMr0QLNUk9e5snn27C2LM27j++i9jQoECf0C9/J+TjfKG7LvF/YmBXsWkeZUGRI+WCcV+NttqLXsN92XT18VnTVzWiUwD0Xe3oHL5bKzZWF1RKJXdf/YDkf28Uet6iqxetz/5QoddU5ki51uh1pGEFdflEBnp0yTlerQsNxO45g/+4ZaDQjPBxGNMdr50f68gqAV1Tk9dj6oqvWGNO5W8gPSUdJfVIrpJ/0y5durBgwQIGDRoE5DlQ7t69i7u7OwDbt29n7dq1XL5cROn3YtDeX1hAQEBAQKCSSPnnCpm3HgIQ89N+5KkFK31UNHbYcYELfM3XXOBCqZwniowsUk7fBkCZkY1v3wXIElNLGCVQFiw6NkPPJj+K025k9xLHSJHSi158z/eMZCTXuFaJFmrycPxnpJ27Q+zGw8T+crjQPrF7z6pfS8yN0bfV7YPqnS7PVXcRiTScJ37jPi/gPDHv2FRwnhSCSCzG+9hKWl1fB+KCTou0c36cMemHMldWYdcUGxnS/vFurAd3LHBOlSvncu2RSKMTK+x62sZxVHdaHPq8QHvcrjMELfpFBxYJCAhom6CgILy8vNTHRkZGiJ+JTvbx8SEgoPCUxpIQHCgCAgICAtUek+b1ERvl7dwbN66LxNxEK9dtRjPe531a0KJU/SVmJlj28FYfK1IyyHoYUUnWvZwYOtvhE7SDpoe+pOW19bh/WbIeTg456tLUKlTEElvJVuYjNskXtxUXUlZWnpFNVkC4+ljfyUan0QGZ90LJuKGpM2E3IV87I/TL7STsPK1xXr+2PW0u/qgV+6orlm086aE4ic3ggsUAVNm5nDXqS/J/pVkriuYHl9Ex+TD6jpqphLLIRK44jyDx+PUKvZ42sevfDqcpBSs/hS3fScI/1fe+BAQESkdKSoqG5kl8fDx169ZVHyuVSo3zZUFwoAgICAgIVHtMGrnR4sYvNNj2MV7n12pFA6W8NNmzFJHef9VTRCL0LLXj7HmZkD6JBYUSsxYepepviSU/8iOeeDKVqfSnfyVbmE/j/ctwmPQqdb6cjsPEggu+1At+qJ6JPnCe3LdAH20SOOkrjWODOg403fYhANLEVB5/vFnjvL6LLZ2f7NKafdWdFge/xPvs9wVPqOBO17k8/npnhV5P38qc9k92g0HBKpH+r8wncNrKCr2eNmm66X2a7FhUoP3uq4tIOCY4UQRqHnlljLX7f1XF1dUVf3//Is/7+vri6uparrmr7l0LCAgICAiUAZOm7ji83k8diVJVUWZko5Ir8g5UKnJjU3RqT00j5cxtbraaxr1hn3B/7GelHjeDGQQSyEY2IkE75YGffLaF4BnfYdmnLbU/nFio40+WmqV+LdLXw23eSK3YVhiZ98PIuPlQo83r0DL160v2BbVjOjx6eavtlBfrri3ooTqF2KxgdYjQBT9zqV7FVpQRG+jTTXoCt2UFo7Vif/mLu/0XVOj1tEmtcb2wH9WtQPvdfouqdZqSgIBA8fTv359PP/2UnJycAueys7NZunQpAwYMKNfcggNFQEBAQKBGoFIoCBi0gCtmfbjX7z1UcnnJg3SAkZsTrvPHomdjgcO4Xlh1rdgqGy87Mdv+VVerST55S8fWFE3q2duEL95E2rk7PJr4ObnxyYX2e/i/NerXKpkckYG+tkwsgP/QjzSOxRbGmLWoD0DcoYvwXF2ClhdWIzEue4lIgTy6pf+F09RXC7RLH8dyWtwTZQV/x9VdNAGndwYVaE/5+xrXvaegUhZedrmq03z3J7h99FqB9uud5iDU0hCoSQgRKPl8+OGHJCUl4enpyddff83Bgwc5ePAgK1euxNPTk+TkZD788MNyzV1171pAQEBAQKAMZPmHkHzkEgApx66RcethCSN0h8fKt+mUeIjGOz5BJNFOtMPLgEqpJOVUvtPEwNlWh9YUj9g4X/sEpYqYNX8W6CNLzUAWl/LMIJHO9E9USiU5IVEabU33fwmAUq7g3hDNksZiK1OsOjXTmn01lcYb59MhvJC0HRWc1X8FRVbB3dUXwfOneXRIPFSgPetuCOdMXkGZUz7NAF1T/4spSGzMNNqkoTFcbT5NRxYJCAhUJo6Ojly6dInGjRvzwQcfMGzYMIYNG8aiRYto0qQJFy5cwNHRsVxzCw4UAQEBAYEagQrgv8WlSF+CkYeLTu0pjphtxzhn2Juz4u7c6T4HpTRX1ybVCGK3H0cali8A6zi+tw6tKR5znyYa79HcQtIJcp91ngDmrRtWtllF8mDWDyDPj0DQd7TGpmcrAG51n1ugf5f4/doyrcZj5OpAl+y/ERWS0nPOtD/SCq7kZWBjgc+TnYieL6ktlXPeeiDytMwKvZ626ByxC6OGmpoHmf6PudV7vo4sEhAQqEzq1avHP//8Q3x8PFeuXOHKlSvEx8fzzz//qMsZlwfBgSIgICAgUCPIvheqTiFQyRQ6TXUoiZD561HlykEFqWfvVulUk+qEWlsG0LMyw+3jiTq0pmTqb/kQo/qumLZqiMvCCQXOp13SLLHYcNUMbZlWgNj1BzWObQfllcCVpWeRfvGexrl6X01FrFdQlFSg/OgZGdI9/S9EJgU1ni7ZDSPNP6RCr2dc24ku2ccQPa8plSPjkt1gchNSKvR62kDP2JBOD7Zi0ampRnvyydvIqqlTSEDgWYQUnsKxsbHBx8cHHx8fbGxsXni+6nHXAgICAgICJWDZqw2Gbk4A2I7sjp6WShmXB5PGburXIgM9jBuUTwleQBOnia/gOm80Nq+2o9nhZSUP0DFmrT1p8vc3tLixCeNCIqZSzvvlH4jBqmPTAn20gSJb+l+IVz71v58JwEUnTVFbfUdr6n5QUG9CoGLonvkPxo1qF2i/6TWVrKCKLYkuEonoknUMvefKHKtkCi7XGl4tnSgAzfd+WqDtnNVQ0u4E6cAaAQGByqB///6kpuZH5y1fvpyUlBT1cWJiIk2aNCnX3IIDRUBAQECgRmDgaEPL+7/TKmgXnrs/19p1c8nlAAe4y91Sj2l28AvqLJ5MrbcH0/LKOkwEB0qFINLTw+ObGXj9tQLLzlVbnDc3OoHbjcdzq8FYHowpuKADyH6Sn46EDvU7H0z7WuPYsm9bJGYmZAdHonpOg6PNjXXaNO2lpP39X7Hs2bJA+9UGE0k8XrHleUUiEZ1i9qPv9NyurVzJZfuhZIfHVej1tIGhky1NdzwnHqlSccNnJrkJFZsOJSCgTYQIlHyOHTuGVJqv2bRs2TKSkpLUx3K5nAcPHpRr7qp71wICAgICAmVEYmyIsYeLVoU2xzCGYQyjNa05y9lSjdGzNMNhTA/07SyRxRVefUWg5qJSqXg8/yek/zlIEvecRpGZXaCf2MiwQJsuiN91SuPYY/l0AK63fluj3dDNESNXB63ZVRZy0zII/XYnF91f47RRX05LenFa1JPTkp6c1u/NOdvBXG3/DnGHLuja1FLR6uS32E/uW6Dd95WFJJy4UeHX6xi9D+uB7Qu0X6s3Fnl6ViEjqjZO43pSe94ojTaVTMGdAR+hUiiKGCUgIFBdeL7CVkVW3BIcKAICAgICAi/AOc4BoEDBJS6VaoxSmsvd7nN58sVv+PX/gPTbjyrTxJcGeVomAWOWcrvjTFIv+pU8QEcEjvqY+N//VR9bdPVGYmpcoJ/dwHZqYWS7IR21Zt+zRKzdryEeKzLQw6y5B7LUDBSpmroRrc6t0rJ1RZPuH8I5p+F5ThJRTy5aDubx+z+TGxoDUpm61DVKQK5EkZRB1tUH3BvyqXrMaVFPzloMqPCojoqi2ZaFNNm7pEC7X58FleIEaH54OfoudpqNCiUXbQYiz6h+TpSG37yFRUfNEP70a4H4jf1CRxYJCLwYQgSKdng571pAQEBAQKCCeJd3AXDGmdGMLtUYZbY0P/JEqURaDcPgqyKRq/8kfvdp0i7f4+HUr0seoCNS/tVckNffvKhAn5wnsTx4a5VaGNnUUzdpXsn/XNM4tu7fHpFYzK1XFmi0iy1MMKpTvpKQFYU8O4cz9kM4LerJDa+pKGJTXnhOZXo2vq8sVDtUAueteXFDKxDHEV1xeS6SAuCMaf8K3XF9SseIvRg3q6vZKFdyxW1MpVyvsml7cTWe6+ZotMXv/T979x0eVbEGcPi3Nb33hJDQe28ioIL0i4LYQJQqFkARFBVFRUVBRKyIWBFQRFDEShGQ3nsJoaaS3uvWc/8IbLJsQt2WZN778Nw9c+bsfBspe74z8802zr76jYMiEgTBGmQymcVsZGvNThYJFEEQBKHGkIxG4l5dxIn+U8nfZZ8ZCDOYQQ45xBFHAxpc1zVKXy9c6pYvdcj8rXosG3B2Rq3e9Frh6+nASK5OFeRrdhz/kmXdkJJ486Ra9n9HbRlSlXL/O2x23OTLFwAo3nvKrL3N+vfsFZKFktQsNivvZpv7QKTMApuOlTL/17Jkiro3hacSbDrW9Wo872m872pj3qjRsTN6mE3G63xsMcpAH7M2Q3YB27wH2GQ8W6vz1D2gNL8lin93OQVHrbuzkSAI9iNJEqNHj2bo0KEMHTqU0tJSnnrqKdPx2LFjb/q9RQJFEARBqDHiX/ua5HeXkrtuL8fvnIQuyz4FAX3xRcXNb5uctvgfiqy8DWltU3j0HIlzlwOgDgug+U+VF2Z1Bt49zG92FX5eFn18b2+O0r+8veGcx20e15UkvR5joXltFlWgj3lx20t8uzhmh6BtoUPZHfYgGK5j9oMMlGF++N17Gw0XTablv3Np9vvb1H13LB63N0fu43H9A+uM7Gs2ms2yXmSsc/wSnw6bP8SzY2OzNm1CBrtajLbJeN0y1iD3Ml92JhWWcnLkOzYZz9aaLppq0ba/22RKkzMcEI0g3ByxhKfcyJEjCQ4OxsfHBx8fHx599FHCw8NNx8HBwYwcOfKm3ltp5VgFQRAEwWFKTsWZXks6A7r0HFQBPlVf4ED1Zj/BqRGX1tpLYCzVOjagai5/90kkjQ4AbVoOLpHOWcwUyrb6rShg6B0WfYrPpaDPKTQdq4N9bR2WhdNPzTc7lnu5IZPJOHb/G2btrg5YXpSz5wSHb3vm6p1cVLT++10CenW4er97utFg+qMWzUXnLnLgrucwJGVe9fLj/V8CoGPMt3g1jb76WDbUad8XbAsZij4919RWejKBE+Pn0uKrF6u+8CZ1y/ydba59zLa4zli6gVOuapp+Oc3q49lSxNj+5O87xcUv/jS1GQtL2N3ice7KXePAyARBuBmLFy+22XuLBIogCIJQY0TPnUD+lsPocwoIGHIH7s2iHR1SlUIe6Y2xuJS0Jevx/99teHVs6uiQqrWAe24ncc6PlF5IIXzCYGTy63syVkQRAxnILnbxAi/wLu/aOFLQZuSaHZeeTbbok/D+ClP9EwCZ3H47S12myzZfDtNo4VQkg4Gi/afN2jvu+NSeYXH8sXfIWLaxyvN1pg+n0bvjb3kcjwbh3JH4M1C2PHBfp6coOni2yv77m41F7u3OHbl/2HUnsIp6pP3KZsXd5UVygfSv1+LZrjFRE4ZYdSy5WkXHU0vZ3+Qxs/a0r/4i+rXHcI0Mtep4ttb088mk/7wFfYXf94a8Io4/OpuWyyzrFAmCs7H3rBDjtbs4zPUs0ZHJZHzzzY3XO5JJ1bHiUzWTn5+Pj48PeXl5eHt7OzocQRAEQaiRjDo9+txC1FfUGLmaFaxgGOW1IgoowBPb1U+RDAb2BP4PQ2757JKmv8wiYOhdZv32dplEQYU6I3fmrUHpfQNLTKxgZ50H0CWXz77oePJ7SpMzOdqnwuwCpYKeug12i2lPx/EUHzhX6bnwaQ/SZO7TNo8h/e9dnPjfq1ftU2/OeKJfGm7zWCpTkpbF7lDLwrJ36TcgUyisPl7O1kMcvXOKRXt37QYUqptf2ugI+sISdkSPQJ+Vb9bedPE0IkZZbhstVB81+X7s8mc7QhRedkygFGCkDfFO+TOVy+VERUXRrl27qxa4Xr169Y2/960EJgiCIAiC4CxkCjkKd5cbuqYZzUz1axrQAHfcbRGaSemFFLPkCXI5Pn06WfRzbxRefiCTIXe7sc91q4xanVnyBLkMt/phnH/tO7N+4RPusVtM+3s8W3nyxFVNT2mTXZInAMEDu9JT2kT7/ZbFfy+78PJX/OfhmKKqbiEBNP1phkX7jvAHbDKe3x3tCB430KL9QOenbDKeLSk93ega861F+6kx75N/UGw3LwjVxdNPP01eXh4XLlygZ8+efPPNN6xevdri180QCRRBEARBcJCzkz9ld92HOP/SIkeHUm0ZMWKUjMSOf59tbn3Z7jmA89O/vO7rW9Oa7WxnAQvYxjbkNv5qJHMxfyJf77PnUHpZziwxFJaaXnu2ro9cZd9V17lbjpg3uKqRu6gp3H3SrLn+G6PtEs/RR96mYPtxi3b/h+6kZ8lau8RwJZ8OTegpbaLVpsq3zJaKNWyW9aI0PdvOkUHYw73w6mlerFiXnkfiF7/ZZLxmX7+IS8Nws7aSw+eIedJ5txOvijrIl9CRfcwbJThwl2WhWUFwJqKIbLkFCxaQkpLCiy++yB9//EFkZCQPPfQQ69atu+Ut1533UwuCIAhCDVZwIJbkT35Bk5hO4tzlFJ2Mc3RI1c5f/IU33vTcWo/Ur/9CurSNcdK8FTf0BakznZnABMIIs1WoJqWnE82Ofe/uWGm/zD92mV67N69r05gq49GqntmxS1iARe0WZDJU/raftp3yw0aylm+2aG+8+EXarHijkivsK7BnB3pKm/C6o3Wl53eFPED8p7/aOSrouOlDuKIWy9mnP0FfVFLFFbemc8wSZG5qs7b0L/+i8Ej1m7nR7KupFj87Y0EJR4Y47+5egiCYc3FxYfjw4WzYsIGTJ0/SokULJkyYQHR0NIWFhdd+gyqIBIogCIIgOIAq2K98NoJCjj6vyLEBVUNzmUsRRSQEZmKscK/j2bGJw4p4Xotb0yhQlH/9KjwQa9FHMhjMdjZRXrFdrD2kLVlndhwy/G7Ovvq1WZtv73Y2j8Oo1XHqUcutcZv+MJ2IUf1tPv6N6LjlIzrHfl/pufPPfsaxx+y/xW+Pgj8t2nZGWNZHsQa5Ukm7bZYFhQ90qH5LeeRqFW3WzbFoz1yzk/xD1S8hJNQOEjK7zj6RcM5/Zysjl8uRyWRIkoTBYLi197JSTIIgCILgcJLRyOlRs9gTMJALz9t3Z5Ab5RoZTN2XHyk7MBg50vO5W55WWtu0pz0AcS2KSVzYBs8OjQmbMIQ2G+Y5OLKqGUu1YCjfuyBpluUNt7FUC7Ly3wulF1LtEltFcW8sNjuu+8oI0r5fb9bW4H3b3xhv8Rxk0RY+9QHCHulTSW/H82gcSU9pE6gtl1xlLtvI4XtfsWs8Sg83wiYMNmsz5BVz+oWq67fcCq8OTYh+e4x5o8HA2ec/t8l4thTYpwMN5j1p0X6oV/XaolkQaiuNRsPy5cvp06cPjRs35tixY3z22WckJCTg6XnzxeJFAkUQBEGoMQp2HiNjyVr02flcnL+CkrNJjg7pqjQXs0yvJY0OfUGxA6OpfuYxj+UsZ03ezzScEUfhgdOkL1l3S7N5Ekggl1zrBXkF16gQ1HVDTMee7ZtY9NHlFpntD2m8tDTJniSNzuzYWFQKV8Th0cS2S4su/rgBdOZxKAK9afLBBJuOaw09Netxb9vQoj3nj90cGmTfJErTBZORXVFDJ/mDlTYbL2rGKHA1r/WTPP9nCo9VvnuSM4t+/kG4YgtxfW4hSd/846CIBKFqogZKuQkTJhAWFsacOXMYNGgQiYmJrFy5koEDByKX31rczvupBUEQBOEGqesEm61bL9h5zIHRXFvUjMeQX9o1xqtrC1R23qa2ulOgYBjD6J3aBV1mHgCGwhJKL6Tc1Pu9xVtEXfrfAQ5YM1STktgEdFllsbq3rE/Dr1+y6OMSHkDFmdFB93W3SSxX41I32OxY7mG5jEjhqrZos6bYEbMt2u7I+M2mY1pTl0NfEvyE5e40uX/t5uSTH9g3lrNLLNqODX/bZuN1S//Nou3gbc6f+KpM4w8td3c6O9U2M3gEQbCOL774Am9vb+rXr8+WLVt44oknGDp0qMWvmyESKIIgCEKN4RodhtLfy3SsScpwYDTX5lo3hB5F6+ih2UD7nQscHU615d6kLkHD7waFHP+BXfC+rflNvc+3lG1fmk8+q1hlzRBN8rYcRioq22Gn5FQ8MrXKoo9MJsOrQ+NLB+BaL9QmsVRFkiQ0KeWzozzaN0KmUtg1hoSPf7Foa/K9ZbLJ2bVY9AJ1Xh9h0Z725V+k/vyf3eJwqxuK6oqkWOZPmzFqdVVccWuUXh4EPnCnWZtUrCHpE9v8ubKlyGeHIvN0NWsz5BeT8uNGB0UkCMK1jBw5kp49e+Lr64uPj0+Vv26GfffEEwRBEAQbq/fhs1x47hNcG0QQMs6yfoIzkldyEy1cv/g5P5Dx0yaQJIqOnsdQVIrS58bXNw9gAF/wBUqU9Ka3DSIFv/5dUPp7oc8uwPuudpUWuzXq9BQcvFSoUoLU79cTfO/tNomnMqVxqWbLdYoOnyX1B/ObRUWAbXffOfecZUIxfGQ/m45pK43eHIek05M8e4VZe8zDbxF4T1eUbi52iaN7/E9slvUyazv+8Fu0Xm2bmSgtVr7JFkVPMJbX8zk3+TPCnx5i9225b1WLr5/n+DDzIsCnnvyQsEfudlBEgmDJ3stqjDhv3bbFixfb7L3FDBRBEAShRgl+rD9dsv6mzd6vUIf4Ozqcq9JczGR/m3Fsc+/L6ac+QNLbv9ZFdScZDMS9+jVcKsCrScqg5NzFm3qvz/mcLWzhBCe4G9vcGKmC/TDqywqc5G06SNHRsxZ90ldtNbvpNFyasWI3V+Z0jBIFu2PMmkKG98JWSi5Y/vdr8eubNhvPHhq/+yR+93SxaN/mPsCucfjf183sOOu3HRhstK0xQMOFUyzaTo60XJrl7EIe7onCx92szVhYir7Qdj87QRCck0igCIIgCMItkG7hCUzK139RdPQcxhItKYv+4Oyzzr1zkDOSKRS4NogwHXu0aYBHy3o3917IuIM7aExja4VnwVCswZh/qcit0YguLceiz5WbMUWMt6yjYUtu0WHI3MtnRfj06UDGmm1mfbw7Wha/tZZDd79g0RZ8Xw+bjWcvbX+fjTI6xKJ9d4vRdouhza+Ws032dZtks/EinrgXVUSgWVvWTxvR5RTYbExbqff2aIu2Y/fPtHscglAVUUTWPmrnpxYEQRAEK5jABJQo6UMfSrnxWQIezaPMjgsOnrZWaLVK280fEv3u4zT9cQYdDnzp1Eui1MF+RM2dgDLAB7fm0bhEW9Y3kV2RQfFoEWXRx5Y0yRlIxRrTsVv9cKRS89lR7o0irrzMeuNfsW2zV+92NhvL3npcWG7RVnIygcKTcXaLIfz5B8zHP3IBQ6nWZuM1/daydk3MI7YrYGsrUc8MJeh+84LO2ettU2xaEATnJRIogiAIQo1iKCqh9Hwy0pWP8a3sIhdZyEKMGPmXf9nEpht+j6AH7iLqzdHIVApkSgV1nnvg2hcJFlwigoia/ighw3sjU9i32OnNUPl7o8/Ko+RkHLEPvmZx3quT+QyY5EV/2Ss0ANJX/md2nPXHTuQe5nU6bnaWz7VUVtS01Y8zbDKWo3RN+smibV+LsXYbv8k8y91wjj7whs3G8+/bCWWdALO2nLV7MRRWv23bQ0dY1kYqSUx3QCSCIDiKSKAIgiAINYYmKZ2DTR7hQIOHOTP6nWtfcAv88SeSSADccKMJN7ekoWBfLJLOgKQ3lBcOFW5IaXwqR3pN4cQDrzv90gDJaCT1y99Nx/rcQos+Kj8vs2O5jbcLvpIh3/zGVpIktBezzNrk7ua7klhL2srNFm0uQX42GctRXCOC8bnnNov2uHkrKultGx7dW5gd567fb9Pxmi+1TIKdee4zm45pCwEDOlu07W33pAMiEQRLYgmPfdTOTy0IgiDUSLnr9qJNLtu6OGPJWpsWZXXFlZ3sZCEL2c1uGtDgpt5H0pQ/cZdsOI2+JjvUdSK5mw+R+ctWTo1619HhXFXuuj0U7j1pOq738WSLPuogX4IevAMAl8ggol8eZrf4ACKeHWp2XHf6I2ZFbQHkStvM9Il7a6n5OF5uNhnH0dr/bvn79MK0RXYbv9XSV80bdAb0BbabEeJ3Vzvk3h5mbWnf/G2z8WxF4arGt1dbszZ9VgFFsYmOCUgQBLsTCRRBEAShxvDq1grZpfoXbs2ikCltu1VmHerwFE/RmtY3/R5+Cx6lZGAkrsM7E/XGKCtGV3voMnJNr7Up2Y4L5DqoQvzh0tbFSn9vfPtaPtEGULiUzTrR5xRSEm/fJQK69Fyz49wNB807VLL1srWUnk42O/YfaDlTo6ZovuYti7aET36xy9hu0aGgMr8NOP3CQpuO2eiLqRZtmRv22XRMW2j88USLtnMzFts/EEG4gpiBYh+181MLgiAINZKhsATpUg2FklMJaJKce226Bg0zto1EvTaewpW7OTRuZqU1IG7FKlbRkpYMY9hNFbp1drn/HTLVu5EpFTT63HLbVGfi2b4Jka+PRqZSIhmNFB87V2m/9F+3A2W/p3P+PVhpH1spOZNkdpz33yHzDjauL1RR1IsP220sewu5t7tF27nJC+w2fuS04WbHaV/attZO6HDLrcFPDbNMIjk7r5b1qDdrtFlbxi9bbTqDRxAE5yESKIIgCEKNoXBTm56Oy1RK02wUZ5VBBn1mu6IwylHq5ZSsOUTGCssaELdiLGM5wQlWsIIlLLHqezuDzN93gsEIgEu9MLw7NXVwRNeWt+Uwkk6PIbeQix+vrLSPe9NI02uZyr6FcT3bNzI7loz2S5hcyavNzS2Nqy4afG65hKs4LrWSntYX/cojFm2ZG227q4xb07pmx4bsApsutbSVoHtvN2+QJOLe/dExwQjCJWIGin3Uzk8tCIIg1EjuLerTeNlrBD3aj6ar30Ud7NzFJ+tQB03nQLM2VZCPVccIJtj0OoQQq763MwgY1NWUKAt+8C7HBnOdPNs1rvC6kcV5yWAwmwWSvy/WLnFdpknNMTt2axxZRU/bqw67Kt2Kuk8Ptmg70ONZu4yt9HADhfmtwPFHbFt8u+Xa9yzakuy0bMmaPCvZhSptxX/2D0QQBLuz7eJwQRAEQbCzoEf6EvRIX0eHcd3GfLeGC22XU7rrDAH33o5//y5Wff+1rGUBC2hFKwZjebNW3fn1ak/nsz+gzynAs3X1mK0Q/f4EPDs1Re6qJuC+Oy3OlyakYygoMR27N7FvAkOuNL+p1mfm2XX82kbdKALtmfLaL/qkTLuN7d2jJfn/HTUdS1fUv7E296gwUMjAUD6r6eJ3fxM5tXot1ZLJZKjrBqNNKF8mWnohlYw/dxM0qObW7REEQcxAEQRBEGoYo6Z67WQjV6uo9+wwGn42mdDRA6z+/g1pyId8yFjGWv29nYVrZHC1SZ5A2ayKoOF9Kk2eALhEBKLwcjcdF5+7aK/QAFCHBpgda1Lsc0MvGQx2GcfZdNr7uUVbabJ9fuatVr5pl3EqCnywl9lx6fF4u8dgDfVff8yiLWnBb/YPRBAuEUt47KN2fmpBEAShRkp853t2ud3NgSbD0aZmOTqc66K5mMneJo+xO+IBTj8939HhVEuZv+8g5tFZpK/Y5OhQrEMux1ChIGXetmN2HV4d5Gu+tENvBFWFScty2+zCU9OX61RF7etl0Xb+jcX2GTvQcsmgLq/QpmOGjupn0VYSZ98koTVEjBuA0t/TrC177X4HRSMIgr2IBIogCIJQYyTN+h4kidLTiWT+XD1uprPWbEcTnwZAyhe/Y9RZdxeemq7gyFlODH2N9B/+JeaRWRTHJjg6pGvSpucQ+8hMTj0wA02CZcFQuVJhtlWwZ1sHzK65VJj3Mpm6QnLDKCEZjQhWdMWyqbQfNthv7CsSYmlLbTt2QH/LrbszVu+w6Zi24tHKshZKio1/foJQFTEDxT5q56cWBEEQaiT3NpcKcsrleHZo4thgrpPMVW12XHT8goMiqZ5ODn29/GbfaMRY6vxLuBJe/ZLM5f+S9ct/nH/uk0r7uNQJMr12iw61V2gmymBfs2OpWGN+rLfPchvJjlsmO5L3Ha3NG0rtl0h1vaLGTty8FbYf1M3877305dUz6RA40LJm1fm3lzkgEkEQ7EUkUARBEIQaQZIk9JmXdg+RyZC7uzo2oOsUMPA2syRKwqyl131tMslMZjJzmIOe6rcV6K0yarSUni+f+h9w7+14tmnowIiuj0xZPptDe7HyWhde7cpnnSR+9putQ7Ic/4rtoOWe5n+edHYqLJu//7RdxnG06JdHOGxs3x7myRtdfHoVPa3H7+72ZsdF+6rnf+fKZtOUnq1+y5EEQbh+IoEiCIIg1AjGEg2ll4ttGgzkrt/r2ICukzrEn+CHepqONTdQPHIEI/iET5jOdD7lU1uE59TkLmoUvuU1CNya1HVgNNcv6t0nUEeUbV9duOck6cvWWfSpmDiQtPZPjl0580MmM1/moUnJtkscSd/8ZZdxHM33ztbX7mQjUa88Yvcx/e/uaNFWHZeFebWuj8zdxbxRktBUkRgVBFuSkNl1+Y6EbephOTuRQBEEQRBqBIW7K8GjB5qOk99fjqSvHrMyot8ei3fXFrg1iaTBvKev+7pssit9XZv43N7S9NqrXSMHRnL9lH7eyFQq03HpmSSLPq51g8v7+3jYJa6KXEL8zI6lEvMlPNkbD9pkXLmfeVHOrF+32WQcZ6NQq67dyUZcwwPtPmbo+P9ZtBWdjLN7HNbgEuZv0Zbxx24HRCIIgj2IBIogCIJQIxg1WrOdQ/S5hRgd8OT+ZrjWDaHdzgV0PrUUn+7X/yT6C76gM50ZwhCmMtWGETqvZj+9TsNPnqXFb7MIHn63o8O5btHzJqIKDcCzS3NCnx5icb7iMh99UYkdIysTNMx8q1nZFTUrsv7cZZNxIyYMMTs2ZNhnqVBtJq+4w5KdyOSWtyB5u07YPQ5r8GgWZdGWtzvGAZEItZ0oImsftfNTC4IgCDXO+Wc/Iv2bPwFQBvrQYOHzKKpJHRSjRkvBwdMYCouv3bmC27mdPexhNavxw+/aF9RAWX/sJG3Zei4uXEPRiepTgDfw/rvonLKGNru/RB0aYHHeo1mF5Uhag81mfFTFr6d5jQqp0DyJk3/wjE3GrTv5Pou22lJI1pnYejcwhZuLRVv+zuqZQPHt3tKizV41ggRBsD+RQBEEQRBqhJIK29f6DbiN0PH3OjCa62fU6Tl813Mc7PAE+9s8ji6nwNEhVRuZq7dxasQsCvaeImfdPmLHvOfokKwmaGh3s2N7b40qVylReLuXNxgloEIio6jUJuOqgywTgXFzl9tkLGdi0DjX7lGlCbYvJHslXVr1XIao8HG3aKsOu4EJgnBzRAJFEARBqBEkXflyHZ9eHRwYyY3RJKZTsPskAKXnL5K5ZoeDI6o+iq+oHVJx2Ut1596ojtmxUW//ApsyB83gUgZ6mR3HvbnEIXHYk7PV/yg+k2z7QRTmtyGapOpZeNXvrjYWbSKBIjiCWMJjH7XzUwuCIAg1TnGFG5Dq9CTTJTIYtxbRpuPzUxdg1Np2+nxNETZ2AF5dmyN3c8HrtuY0+X66o0OyGvcG4cgrbG9tyC+yewyuUSFmx4orCrwWn060ybgt/5xj3lCirZY7tNyI1CX2nWF0LdqULNsPcsV/U+MVhYqrDYPlEjO3BmEOCEQQBHsQCRRBEASh2tMkpplWFyi83Al8qNfVL3AicpUS3zvKC8fqcwow2Gh5RE2jCvQlcspDuDWMwL1RHbOda5ydUacndtgb7A0fTNJ7y6rsc1n+LvsXpWz44USzYym30Ow48aNVNhnXr0szi7aTT31gk7GcRfJXf5o3KBy7Pahnq/q2H0RhPmOsuta68WhuWUTWaDA4IBKhthMzUOyjRn7qBQsWEB0djaurK126dGHv3r1X7b9y5UqaNm2Kq6srrVq14u+//zY7L0kSr7/+OmFhYbi5udG7d2/OnLFN8TRBEAThxqV9+yeGvLKbO0NxKa71wh0c0Y2puBWvwssdlZ/XVXoLl0mSxKnRcyg6dp60petJX77R0SFdt5x/dpO5YiO6lCziX/6CjOXrLfq4N44wvVZ4u9kzPAB8ul5RHFMyr4NSFGubGSgA8gDzPwPpX/1js7GcQpH57Avvnu0cFMil8Ts2sf0gevMkg2NTRjdPX2BZ/Fvl7+OASATBuc2ePZtOnTrh5eVFcHAwQ4YMITY29prXXete3d5qXAJlxYoVTJ06lTfeeIODBw/Spk0b+vXrR3p65cWwdu7cyfDhwxk3bhyHDh1iyJAhDBkyhOPHj5v6zJ07l08++YQvvviCPXv24OHhQb9+/SgtFU8IBUEQnEHO37vLDwxGsv/Y7rhgbkLwiD7Um/MEwSN602bLx44Op9qQyWTI3ct385B7VI9dlwBc6oaArPyWMe6lLyz6RL8ywvS6sq1S7UJd9Ra3hYfO2mzYjns+t2hL/XmzzcZzJE16jkVb0y+mOCASx1LXDXJ0CDdFl2r53y9o0G0OiESo7Zx9BsqWLVuYOHEiu3fvZsOGDeh0Ovr27UtRUdVLVK/nXt3ealwCZf78+YwfP54xY8bQvHlzvvjiC9zd3fn2228r7f/xxx/Tv39/pk2bRrNmzXj77bdp3749n332GVD2dOujjz5ixowZDB48mNatW7NkyRIuXrzIb7/9ZsdPJgiCIFRFl5Vvdnzm8eq1G4s+pwCZQk7gfd3xatfI0eGYkWXIkEnlv5xJ3vaj6Cv8t9ckZjgwmhvj2bYREdOGm45do0It+hRXmOFRcMAxM189WtS7oqV8BoohpxBb8WgQYTElIebht202niPt6/y0RZtHg4hKetqGodQ5ao+4N3VQkvAWSUrL26n8/acdEIkgOLe1a9cyevRoWrRoQZs2bVi8eDEJCQkcOHCgymuuda/uCDUqgaLVajlw4AC9e/c2tcnlcnr37s2uXbsqvWbXrl1m/QH69etn6n/hwgVSU1PN+vj4+NClS5cq31Oj0ZCfn2/2SxAEQbCd0CfNtyzWZ+Q6JpCbdOK+1zg/7QtOPjCT3ZEPoq3kibTDBFB2I3vplyzFeZIoie+vuLSspIxLner1BDv6vQk0/HY6dV4bTZNVsyzOB/TvaJqlos8tpDTZ/ruUNP/5dbPjK//rZ286aLOxW2+YZ9EW82TNq4WiizefJS0L9Lbr+Olrdtp1PACjXm/R5j+gi93jsAZDruXTc3WwWMIj1B5X3vdqNNeXlM3LywPA39+/yj7Xuld3hBqVQMnMzMRgMBASYl41PiQkhNTU1EqvSU1NvWr/y/9/I+85e/ZsfHx8TL8iIyNv6vMIgiAI16fOtBFmxzJXlYMiuTnFsQmm15qkDDKcaamCgfJJBxLgROVlPFqVz47wv+d2gh/q6cBobk7ImP8R9dbjqEMsv0C6RgabEkTGUi1Fxy/YOzzcG0aa7QZ0ZQIl7s3vbTZ2wN3tLQZM/fKvGlWg89gwy1k1nbZ/atcYsv684kbEDjnSK2cNAvj36Wj7gW3As/WVs7RA4WX/mkWC4KglPJGRkWb3vrNnz752rEYjzz33HN26daNly5ZV9rvWvbojVL2wVbhp06dPZ+rUqabj/Px8kUQRBEGwobwth8yOAx++20GR3JwG857m1Jj3yooqyuV4tm3o6JBMJJWETC8re+RS6lw7ZUS/NRb35tEABA+rPjsvXS+XyGBcIgLRXJp5UpqW65A4FP7eGC9WnP1i5PIzuLytx2w6duczS9nb8DGzti3e/6Nn0VqbjmsvmSssk6UeTez7nTF77RWbLahsf3uQMPsHizaFq0slPZ1fZiUzeCR9zd52WxAqSkxMxNu7fOaci8u1/yxPnDiR48ePs3179apZBzVsBkpgYCAKhYK0tDSz9rS0NEJDLdcWA4SGhl61/+X/v5H3dHFxwdvb2+yXIAiCYDuJc5aaHQc+ZJ8Eih49hzlMLrm39D7et7dEFVQ25TvsiUH4dG99jSvsS1JKSHIJyd15kicAMrmcgt0nufDq11yY/pWjw7E6mUyGJiXLdHxq9HsOmX0RNLSH2fGVExSy/q16/fqt8mgQgbrBFdOeirWcqAFLeXY0GmHR1mr9XLvHYcg0nw3i17uDzcfM/c886Y3ceZYG3qic3ZZbjCvdq2cySKjeHDUD5cr73mslUCZNmsSff/7J5s2bqVOnzlX7Xute3RFqVAJFrVbToUMHNm4s38bQaDSyceNGunbtWuk1Xbt2NesPsGHDBlP/evXqERoaatYnPz+fPXv2VPmegiAIgn3lVXyCKgP/AfbZAeFe7qUd7WhOc5JJvun3Sf9pE7qUbAAyVv5npehqvuz1+0j+9Fc0cakkzl1O5prq9yTrWmRKRfmBBMUxtts6uCoNP34GmVv5F2LZ5WAuOTttoU3H73Z2mUVb+pd/UXD8nE3HtaWis8loz6aYN8og0AmWsbRe/ZbNxyg+GW92rIoItPmYtpK33XI3EFWInwMiEQTnJkkSkyZNYvXq1WzatIl69SyXv13pWvfqjlCjEigAU6dO5auvvuL7778nJiaGp59+mqKiIsaMGQPAyJEjmT59uqn/5MmTWbt2LR988AGnTp1i5syZ7N+/n0mTJgFlT3+ee+45Zs2axe+//86xY8cYOXIk4eHhDBkyxBEfURAEQbgKuad91p7nk88//ANACilsZetNv5d707qmYqHOtHzH2Sm83M2OS87efBLLkTJ+3sie4EEcaDSMouPnzc5dnpl0mdwBT7Zlcjmho/pe0VqeQCk+fB5ba73ZcsbJ/lbjMegsi5E6O0mS2NvoMYv2Lgkr7B5L8td/WbTJ1batIWU0GEBnPpMqaoblz6O6UAdZFoyVu6gr6SkItdvEiRNZtmwZP/74I15eXqSmppKamkpJSYmpz43eqztCjUugPPzww8ybN4/XX3+dtm3bcvjwYdauXWsqPpOQkEBKSnnG//bbb+fHH3/kyy+/pE2bNqxatYrffvvNrJjNiy++yDPPPMMTTzxBp06dKCwsZO3atbi6utr98wmCIAiWKj4dDxk/2C5jeuNNb8oqwwcTTHe63/R7Zf+5y1QsNG/rUQoOxFolxppOk1A+rVcV6k/omAG39H4GDHzHd3zLtxiwz1KZkjOJnH7kTfQZuZSeTSJptvlytIA+5ssplN7mSSN7CR7Zz+z4ygUXBYdsu81ywF3t8KlkdsZWdV8kY/WqN/GfqrdFm+dtzXB3wC5SCfNXmR0rA22/e0zyR6ss2gL+V31ndRsKSy3a3Oo7bnmBUHs5agnP9Vq4cCF5eXncddddhIWFmX6tWFGePL6Ze3V7q5FFZCdNmlRlVuq///6zaHvwwQd58MEHq3w/mUzGW2+9xVtv2X5KoyAIgnBjcv7dh6TRAeDZuRn1P7DfU4m/+ZtDHKIhDfGn6m34rklWfjsq6fSkL9+IV4cmVoiwZstYtcX02qNlPVT+t1ZzbAYzmMMcAE5z2vTalgoPxIKhPAHgUtd8t4Fm37xA4fF4Cg6cRuHpSml8Gmo73OReyfuK348yQKpQTPbc69/S9o9r77xwK9qvn8t/3oOQCorN2v9T9OZO3XrkSuf/WrvZoz8YLGsJddq1wAHRQGmM+VKa0NFXzjSyvotf/WHR5hpRvbYgryi3kiU8Sm8PB0QiCM7teorQ38y9ur3VuBkogiAIQu0S/+JCuPQEuvR8yjV6W5cKFZ3pfGvJE6D+e0/g1vjSzhtyOT53tr314GqBwCHdQV72VSZo6B23/H4xlBeDPMnJW36/6+HbtzNuTeoC4NW1JVGzxpudl8nlyF1VIEkYCko4P3OJXeK6klytosnSV6o8n/PnHoxanc3juCv/T1Bafn3douqLvthyJoAz2ezRH4q1Fu09iv52QDRQcNhy1lDEhCE2H7c0Nsns2K1ltM3HtBVtVh5UsoxMJhe3WIL9OfsMlJrC+VP1giAIgnAVJWfLv4x7dmjswEhunirQl47HviFn40FcwgPxbCPqoFyPkBF98O7SDElvwL1p1C2/3yu8wgEOICHxClUnC6xJ5e9Nu+NL0OcUoAqqvPCk0t/L9Dp7/X4ko9EhN2ihj/Yl9rF3TcdXzkLJ3XYM/7vb2zyOnrp/2azsbTZzB2Cbx0Da7vwEv66Om9pdGaPRyBaF5bIdgA4Hv0Tp7pgl4Ufve92izb1emE3HzFi9zaIt6uVHbDqmLeX8d9SiTeZq2xoygiA4Vu1MGwmCIAg1RtDwshsTuacb0e897dBYlrCELnThRV5E4vq3/M397xA7A4dw8oGZaCtsWytcW/a/Bzh0+yQOdHwCbeqt/ew605lEEkkiiduwz05OADKlssrkCYDH5dlJgKTVo0nNtkdYlXMpvzmUYV4L5fj9b9gtjJ76fyttP3z7s+zr5rjiglfKOxRbZfKkxd/v4t3OcclSbZz51qChE+6x+ZinHnvHoi34kT42H9dW8vdb1qtyCa++OwoJ1ZuEzK6zTySLali1g0igCIIgCNVaw0Uv0vbwd3Q49zMebRo5LI488hjLWPayl/d5n/Wsv+5rkz9djaGgGGNxKUkf/2LDKGuW5AWrOfv0h+hzCig8cJqUryx3FKkJQkf0Kj+QyTCWWC4DsZdm30+vpLUsWWjIK6r0htJWekqbQGH5Bb5w50k2y3pRnJRWyVX2s73hIxxsX3lSt+3OTwm203brlYmf95NFW9NPJ9t0TG16NsYi82VWHh0aI5NV35uwpM9+s2gz+/MqCEKNIxIogiAIQrWV9ft24l76HBQK1MFVP8G3BxUq3CnfIcWb6y9o6tW5qel1aXwqRo3jbpCrk5Qvfjc7dmsSWUXPypVQwgd8wGd8hh7Hb4eb/ddO9obcw8EWj1JyrnxLZq+2DZFf3mlKkjg34zsHRQjBD/eizvMPm47Lbn3LZ1sd+V9lCRbb6anfiDKi8hpEeyKHs9lnEJLBPjsqXZb6+3Y2y3qhO5da6fnb03/Br2sLu8Z0pfMvfmV27NW9hc2XhR2+0zJB0/S7l2w6pi0ZtTqMlezAU2eifXaCEwTBMUQCRRAEQaiWCvbFcGrIdJLn/sjxns/apYDl1bjjzt/8zVjG8j3f05Xr35Yz4tn7TWshSmISSF281kZR1iwereubXqtC/Qh+qOcNXT+ZybzACzzDM7zJm9YO74YlvPoluvQcSk7GkfLJSrNz6vDyJEH6T5spdeBSL+8ercyOK84f0KfnkrX5sF3j6ZG0irpvj6n8ZH4x/yn7sMV3EIZSjU3jOPvaN2yW9SJmsGVtEQBUCnpKm3C5ynIte8j4q3zb9Muaf2vbRIa+qISSU4lmbXIvNzxbNbDpuLZ0/rXFFm0Kb3dcQm6tqLgg3CxRRNY+auenFgRBEKo97cVM002APisPY6njZ210pzvf8A0jGXlD1xWfSqj4EN8pPkt14NurvGCpLi0XSX9js0jiiDO9vsAFa4V101wb1jG9vrwzz2Webc1vNNNXbsFRAgaaLz0pS6CUF3Q9evdUu8YD0GDGY/Qo/IuqluQb84rZ6jaAzbJexE793Grjlqbn8J/vIDbLepE464cq+4WOH0hP7QarjXsrjt8zw7xBKce9UZ3KO1vJwa4TLNqaLHvVpmPaWvJ3lonuRh9Zfk5BEGoWkUARBEEQqiWFlxvKIF/knm5EzX0apbeHo0O6ae6N6+DaIBwAdag/YeMGOjii6iFwcDdcG5TtGuLXpyMy5Y1tLjiLWTSmMa1pzQxmXPsCG6uYAFL4eJqdC3vUvBBp1tp9dompMnKVkrpvmCcJzZIoEqT9arnbiq0pPdzoadxE1DtVzEa55OKHq9gs68VmWS+2BA4h5det1z2GrrCYgwNeMl2/K+R+pLziKvvL3F24U7eeZl++cN1j2FL8+yssZp/Un/OETccsOHqOkmNXJChVCoLv7W7TcW2pKDYBfUaeeaNCTvjofo4JSBAQM1DsRWxjLAiCIFRLZ8e9hz4jF8AuRQhPc5pkkrmTO5Ff8aVBg4YkkogmGgWKG37vnPX7AfDq2oLmK2ei8HS/xhUCQMbKLZSeSwEgZ/0+Ur75i7Bx/7vu6zvTmVjsV/T0WopPxpW/PnoWRvQ1HQf+rwsyFxWSpmypmiY5097hmak3cyzZf++hcF/Zz+/yn8DLt+YnH3qTkCp2yrG1+q88Rv1XHuPIsJlkr7h6csSYlc+p+2dyytpByGV0Ob8M9yjbbgt8IySjkfMvLjJvVCmIev4hm457bMCLFm2t/p1n0zFtLfGT1RZtEU8OqtYFcQVBuD61M20kCIIgVGuSJCH3cDUdK2w8+2QLW2hJS3rRi8d53OxcHnm0ox0NacgABmCssJThep1+ej6l5y5SsOsEsWPmWCvsGu/iwjVmx6Xxjt115VZFvjEWubsrrg0iCH3SvBClXKUy292j6Hgc+vwie4doJvLlEZW0XkqhGIwkfWZ5k2lPbX6aSU9pE42+et5uY8o8XeiWtZqeho1OlTwBONjjWYu2O4v/semYF7/+E91F83o96qgQ/O9oZ9NxbS3jzz3mDUo5TRdY/nwFQah5RAJFEARBqFYkvZ6TA1+g5MQFVKH+1J01npBxg2w65iY2oaPsyf861pmd28UuYogBYAMbSCLpht9fHRZgep274QBZf+26hWhrD9+e5Tdh7s2iiJg4xHHBWEHwiL50LfqXyNdHc6j1aA62eBRNUrrpfMHBs+WdjRIFR887IMpywUPvQBnoYzqWAbIKxXzOTP0cfWGJAyIzV+fx/9FT2sQdpWvxqLDjldXIoN7c8fSUNnFXwT+o/X2ufY2d5e+LIX/nSbM23/6dkN/gsrcbIRkMnHlqvkV7p8Nf22xMezg9dSHahHSztsDBtzsoGkEoJ5bw2Eft/NSCIAhCtVV8KoHctWVP/3Sp2fj0bG/z7Tfv5378KNs548oZKO1oRwghALShDWHc+FPniEn3mR3L1KqbjLR2afDRJKLeGIU6IhB1RCAy1c3dDMYSS1e6chu3ccr6izluWPyMrzAWlVByMo60r/4wtYeN7W/WL2P1DnuHZqHxV+a1PcxqoegM7G01zt4hVUnhoqbzns/pKW2ip7SJFr+9iSLY98bfSCbDd2BnuuetKXsv4yaipw23erzWdKDLRIu2Nn+8a9Mx9zR+FAzmM/JCnhiE0tfLpuPaWuKnv5kdy5QKWix52THBCIJgd6IGiiAIglCtuESFoo4MRpuYjirYD7fGkTYfszWtiSOOPPKIxHy8EEI4ylGOcYwudEHFjSc/JL3B9FqmVuLfp+Mtx1wbyGQykj/5FX1OAdrkTBLfX0H92eNv+H1e5VV2s9v0+hd+sXaoN8SjZX20iWVPuN1b1jO1133mPuLfXY42NRuA5C//ovEHTzkkxsuChvTAq3srCrYfM7XJAAkJkKGJSyV31wl8u7ZwWIxVCR7cg+DBPRwdhs3tbPSo2S5fAJEzRiBX3ni9puuV8ds2NOdTzNrkXu40XeQcxXRvVtzcn6DC39cAUTNGoHR3reIKQbAfe88Kqa0zUEQCRRAEQahWlF7utNn3NfnbjuDVtSWqQF+7jOt96X+VCSaYu7n7pt/bJSIQdZ0gjMUa6n8gtsG8XkaNFn1eoem45NyNL58CCCW00teO0uTnt0hfug6XqFD8B3Y1O+caHWJKoBgLSyi9mIlreKAjwjRps3YuuyIfxJBT9t+iYgIF4FC3Z+hp3OS4AGux828vQXP2onmjXEbDt203M0iSJE7e95pFe9eUVTYb014ufrfOoi3yKdsuIRUEwbnUzrSRIAiCUK2pQ/wJfKAnLhFBNnn/D/iAUYziEIds8v4V6bLzOfHAG2iTMtBn55Pw9hKHFwetLpI//RWM5Y/WQ4b3vkrvqs1lLm/xFm/yJu/zvrXCu2kKT3fCnr4Pr05NMZSUmp2Lmma+Y8qFmUvsGVqlFB5uRL5ovoSl7Atm+bbG2wKH2DkqoehsEvGvL7Zo7577u83GNBqNbPcaYNEe/vxDKD2q9+5iRbGJlJxKNGsLuOc21CH+DopIEMyJGij2UTs/tSAIglAtGTVaMlZspGDvyWt3vkmrWMULvMASljAI2z9ZlLQ609a0AKXnL1KwN8bm49YEUoXkiUt0KIH33dxyDHfceY3XeJ3Xccc5bvIS3viGvcH3sNu9N0c6jsNQXJZICR7aA5e6waZ+WWv3OSpEM1Evj8ClfrhZW9n8k7L/RvqsfE4+7vjkVG0hGQzsbTzSor3T8W9Qedlu17ID7cZjLDJP+rk0jaTRvOo9s06SJPZ1tqwj4+gldIIg2J9IoAiCIAjVgjY9h32RQzk97A2O3vYkOev2XPuim1BEUaWvbUUdGkDdGY8hu1SPQB0eiEebhjYftyaIeGYo4ROH4D/wNhp8OBHJeONbSDuri5+sNL0uPBBLboXf76GPli8X0yRlkrfHORJuXWKXgEJmOi7flacsiZL2zT/k7T7hmOBqmS1e/7OoexL91mg8W9Sr/AIrOPHgGxQfPWfeqJDT6WD13nUH4MJbSzHkF5u1udYPxb1RHQdFJAiCo4gEiiAIglAtpHz0M/qM3LIDSaLQRrM0RjCCiUykBz34iZ9sMkZFRq2OlEV/lBWSlcloumQ66iBfm49bEyjcXKj76mMUHT3Hyfte48RQy7oL1ZXPXeVbNKNS4ta8/Ma33muPIXO5VKxYksj8c7edo6ucTKmk4YIp5m1AxTv5g3dOwVDk+K2Na7KtQUOQSrRmbeqoEOq9ZjkjxVrSf/2PzFVbLNo7n16Kws3FZuPagyRJlS6Va7XqDQdEIwhVE0t47KN2fmpBEASh2lFXKJQpc1ER+Egfm4yjRMlnfMZWttKf/te+4BZpUrLQVUgM6bPzbT5mTZL+479okjIAyFqzA31B8TWuuDk72EF72tOf/mSQYZMxKmry89s0WjKDyJljabvvK9yb1DWdU7iqcY0o//OQscbx2xlfFvHkvbjWN9/K26weilbP9pD7kSTpyksFK9jdYjSGzCv+DpFB13PLbDZm8ld/EHP/TIv2xt9Mw61+hM3GtZfKEpQudYPxbtfIAdEIguBoIoEiCIIgVAuhE+6j/mdTCJ82nI7xq3BrUP2/mANo4tPMjjN/2+6gSKofyWDgwmvfmo7dmtZF6WWbGiaTmMQhDrGOdcxjnk3GqEiuUhL8WH9CnxzMmTGz2e3Tj7TFf5vOuzUuXzpQdCyO5C//tHlM16vLueWo65gXeK44E8VYVMqpx23/M6xt9rR7nJKTCRbtt6f9glxhmy2Ls9bt5ewTH1i0h0+6j7Cx/7PJmPZkKNFwYuQci/bWv4jZJ4LzETNQ7KN2fmpBEASh2pHJ5YRNvJ96cyeiDglwdDhW49muEcqA8u2R83aKGhHXy6jVI5VoTMfuTetepfetCSa40te2lvbtXxQdOo0hv4j4l78wtTea94RZv4RPVtstpuvR5dyPl7MmgGU9lNRv/+Ho0NcdEltNtK/rBIoPn7dovy11JS5BfjYZM/XHfzne/0WL9sAH7qTRp5NtMqa9HR3yGoZc81pYqlA/vDs2cVBEgiA4mkigCIIgCIIDKb3cafHr28jdXQEIHdnPwRFVHwo3F7y6Ni87kEHQwz2tPoaExBzm4IcfYxjDPObxHM9ZfZyquDeLKn/dPNr02rNFPVCUf40rvZBqt5iuh1ytot4c8yTPlUmUrNXbiXnKcvaCcGN2NhtF4e5TFu098v7AzUbJ5otf/k7siFkW7a6t69Ni5Zs2GdPe0n7dRvb6gxbtHXd95oBoBEFwFiKBIgiCIDg9Sa93dAg2k/HLFo4Pmo4qyJdWG+YR/eYYR4dUrbT8cw4e7RqBBLGj5pDz736rvv9SljKd6axgBdvYxvM8jwLbLIeoTNGJC6bXeduPEv/KItOxwrt8uZKxWEPx6SS7xXU96r74COHPDjVrK0+ilEld9Bd724yzc2Q1x2ZVHzSnEs0bZdA96zeU3rbZrjhl6TrOPDnfot37jtZ0OfJtJVdUP5IkcXLUexbt7s2jcI8OcUBEgnBtYgmPfdTOTy0IgiBUCyWnE9hXdyi73HuT9t1fjg7HJuLf/B5DQTGa+FQyf3eeYqDVxakRsyg6dAYASasj6/edVn1/e29rfaXUzysszdHpSZq9lOKTZUmVeq89atY37Zet9gztujT6+FkC7utu0S6jfMvpoqMX2NvhCYs+QtUKYxPYLOsFeoPFua4JP6Hy967kqlu3r+04To+cbdHu1bUl7bZ8YpMxHeHcjO8wFpZatLf9x/KzC4JQu4gEiiAIguC0kj/6GW1iOpJOb/bkvSZxqbBjSfr36zEaLG+IhKqZFeGVyfC/93arvv9YxvIET3AHd/ADP1j1va+HR7vGFm0F+8qWa0ROHIxMVT4b5vyM7yg8ZVlE1NFa/joLuYer6VjG5fIoFZIoB8+yI3qYvUOrli68vYR9TUdXeq57zhpc61i/Ro9Rr+fIgBcpPnLO4pz/4G6031lzlrVk/r2H+Hd/tGiPmDQYt7r2q38kCDdKzECxj9r5qQVBEIRqQZtUvl2ssdjyaWBN4Nm2gem1Ib+Igr2WtQyEqjX4cGJ5LRBJQp9l3W2gXXBhEYvYwhZ6Yv0aK9fS/I/3UEWa37SdHfsuhhINcrWK6Bkjyk8YJWInfmrnCK/P7Wm/mu0cBGVfQstmopQt6dHGp7Oz/nCMWp39A6wmdtQdRtzriy3a5V5u9JQ2ofL1ssm421z7krt2r0V75KsjaPXbOzYZ0xEkSSLmiQ8t2l3qBNL002ccEJEgCM5GJFAEQRAEp+V/b/nUf+872zkwEtvx7tLCtFuJTK3Eo1U9xwZUzfj364zCs7wWiLWX8DiaTC6n/ZHFoFKWNxolEl7/CoDwsQPMdrtxCbXNjiu3SuHhTufYZSgCzG/wK25vDKC5kMYW9wHo8u2/XMqZ5R2IZbOsF9rEdItzIWP7c2e+bZY4xs1exhbZXWAwWpxrs/1T6s8ab5NxHUEyGtnT6nG0yZnmJ+QyOh/6ovKLBMGJSMjsOvtEqviPTy2ivHYXQRAEQXCM0MfvQeHphjYli5DH73F0OFaXs+kgJ4bMAAlcG4bT4o/ZKCskA4RrK01Mx6jRmo4zf3W+OiC3Sunnjd/AruSs2WZqy995HADXOkG0+Xs2sRM/QdIbQCHDUFyKwt21qrdzqC7nfmRn4BCz2h1yQMJ46cu4DAxGtvvcQ5NvXiB87EBHheo0dtQbjjYurdJzrdfPJaBPR6uPaTQaiXl0FpnLN1meVMjpfHopbvUjrD6uI8VO+pSiE/EW7W3XzkEd6Gv/gARBcEpiBoogCILg1IKG9SZiysMovWpeYiHrj51Il5YrlJ69SMIbix0bUDWUv+sEUml5AsW9edRVeldfSh/zHVUCH+5d/rp/J+RqJZqEdNKWbmRH/UevvNxpqHy86FG0Ft9+nczay3fnKZ/pEDtuHttD70dfqrFvkE4i869dZbNOKkueKBX0yPvDJskTg0bLNnXvSpMnLvVCuVO/qcYlTy4uXUfywj8s2pt+8wIBfTo4ICJBEJyVSKAIgiAIwlUYsZy6bi2+vc2/mBcdO2+zsWoq3zvb4HKpRojcx53AoXc6OCLbiJg2HGTl06WzVvxrdr7k7EXTa11aLrrcQrvFdqPkahVt1r6P/IqkUGXFZXVpOWxzG8DpKQvsGaJDaTPz+M+9P8cGvVrpeY8uTemp22CTbYoP95vGdte+lS7ZiZjxKLed/8nqYzpa0ZkkYka+b9Ee8mhvIsb2d0BEgnBzRBFZ+6idn1oQBEFwWsnzfuRQy8eIe+lzh8ZxmtNEE40HHvyI5Y4M1mDIKTA7rvvKiCp6ClVRh/jT4fBXyF3VGPOKiZvxNUmf/OLosKzOo2UDAu4vTw4V7DzOwRaPosvMBSD44bvM+sc8aVkI09l0z/oddUSgWVtlSRSA5I9+YWvAYEpSs+wVnt3pC4vZ4jeIHUH3IZVoLTvIoOPxb+m82/p/NxafS2aLRz/y1u+zPKlS0Oq/D2n49uNWH9cZnBw116LNs2NjWi592QHRCILg7EQCRRAEQXAamoRU4qZ9TvGJCyTP/ZH8XccdFssiFhFPPKWU8jZvW/39JaORlG/+Nh27RIUQ8mhfi34FFHCBC1YfvybR5RZhrLCMp/DAabvHoEVLCik2HaPe/GdQeJcvZSs5GcfF+SsAaLlsOr53tzedy/pjF/o8552FAiBTKOiatIqmy18zb6fiDj3liRRDdgG7wx7kyJAZNWqnHn1hMf95DWSb1yCMucWV9gmbMJiexk14tYi26tiSXs/hvs+zr+EIKLZcKuXWPIoeRevwr4FFvCVJYt9tk8jfddKs3aNtA7rsc2wCXxBuhpiBYh+181MLgiAITkmbllO+Ja1cjtLf22GxtKNdpa+tpTg2kbz/DpuOdWk5aJIzzPqc4QwNaEB96jOZyVaPoaYo2GN+AxT15mi7jp9KKk1pSjjhjMd2u5K4RIbQ+Ic3QKkwtck93UyvvduVb4ltLNFy9qWvbRaLNYUMu5s6lcy+qmo2SvaanWxx6ceJUbORjLZbYmdrJYnpbPEdxDavQUiFlW/Trgrx407NOpousP6f/9hJH7FV1Zu8DQcqPd/s5zfofOJ75KqauefE9uhHyN9jvm283NONzntrz3IxQRBunEigCIIgCE4jbtoC09r7gAfvwr1JXYfF8iiP8g//8N2l/1mba2QQqmBf07GxVEtpvHmxyN/5nQzKkirf8I3VY6gpZBW2UlT4eeEWHWbX8dey1jRL6Gu+Rkslyy+sxH9QN+q+Oc50XDF5FDayT3kCEkj9aXO1manR4J3x3GHcjNftLczaq5qNApC+ZAP/KXqz2WsgefvNb4Sd2fk3F7NZ1ZvddYdhzKt8xglyGR1jvqN76i/I1Sqrjp+3+wTbfQeRuuC3Ss+7Nq5Dj9L1BD/Y06rjOpNjI95Bm2CesFaF+tMtblmNTRgJgmAdIoEiCIIgOA+jZHrp1sDxuzz0pz+jGY0LLlZ/74IDpzEUFINMhkypIOjBu/Du0sysz13chSuupliEygU93JO6rzyKV5dmyJUK9rUYTfHpRLuN34UuuFO2tKYb3VCjtul4+qw80+ucP3dwfvJHAHi2qk/jjyaYzhnyiihNqHz7W2ckk8lot+VjXOqFWp7j8pfWSmacFJZysNMENiv7kPrjv5bnnUDcu0vZ7NqXzbJexM9cAvoqZs7IZbRcO4eeho14NbXujlLF8alsdenN4a4TMVS2vEsO7Y59Q5fYZchdbPt72JFin1tA+o+bzRtVCrqdW4I6wMcxQQmCFYglPPYhkyRJunY34Vbk5+fj4+NDXl4e3t6Om44uCILg7EpOJxA/fRHKQB+i502qkVsXX7av5WiKT8QBoAoL4PaLlRc+vcAF4oijBz1QIp6MVkVzMZP9LUejzym7MQx9/H80+Wqa3cY/xzliiKEXvUzJFFvRJKZxou9USk7Fm9ran12BW4MIDEUlbAkYiqQpm3ni2iiC2099h0xevb7oJn64kgszvkaqpC6HdOnX1Z4DKiMCiHh8EPVnjrJViFelzcoj+cs/iX/3hyqX51Qk93SjS+z3uIYHXrPvjcredJBj/V8Enb7KPpGvPUb9t8ZVeb6m0OUVstV3iEV7203zCOjZ1u7xCPZTk+/HLn+2T3kMNxsn8CsqQcszLK2RP9OrEd/EBEEQBKfh1rguTX95x9Fh2IWsQh0LfWYuhhINCjfLmS71Lv1PuLr4mYtNyRMA16gQu47f4NL/7MElMoTmaz/gULMRGEs0KPy8KDp6FrlaiUtkCHI3NYZLCZTSM8mce/VbGs6uXjuoRE55kPAnBnG43zQKd5gXk75cG6V8i3HLRIo+OYv4N78n/s3vyxpcVdR5dij1XnsMpaf1E1z5h89wYtgsSs8kmc2kuxaPNg3osOMTFB5u1+58g869vIik+T+DzlBlH/c2DWi3/VOb/EycTeqKzZwYZvnvS5t1s0XyRKgR7D0rpLbOQBEJFEEQBMGhkuYsJfPnzQQ+2JM60x9zdDh2E/nyCE4NfwsASWegJDYBz7aNHBxV9SVzMa8T4da4joMisQ/XqFBabl1A3qYDZK7YSOzQV1F4udPmwDc0nv80MWPnmfqm/7q92iVQABQebnTY/hnnXvmSpDnL4YpJ06av7jIjRqm85GylSnUkzV1B0tyyXYtQK3GrH4ZLeACuzeriGh6IV5sGeHdtjtrffBmHQauj5HwK2ev3kr//DCVnktDnFqA5l4J0leREleQyot4aQ/1XH73xa69B0us5MWIWWau3XTVxogz15/bEn5Epa8etQO72Y5UmT5p9/yKBfTs5ICJBEKqr2vG3piAIguCUimPiiJ++CICiQ6fxv7cb7i3qOzgq2yuOTaBgfywukcFoEtPxaNMANwcWzK0J6r37OOk//Is+pwBkkPThKny6t8bFBksinIVXx6a4N48m/qWFABgKiinYc5LwMf1J+mwNBQfPAFBy7iL5h8/h3dY+M2SsrcG7T1D/7XEkfvAzF15aZNlBAjkSyiAfdLlF15fU0OopOZVIyalE2HTY6jFfSRniR51n7qOeDZImANkbD3Du+QUUHzl/1X7qOkF0PPYtKl8vm8ThjFJ+3MjJEbMt2sOfHET4SMut4wWhuhIzUOyjdn5qQRAEwTkYjaYtWWUqJfJaMI1cMho50msqyR+sQJOYTsOFz9Fu1+eVLt8Rrp/SywO/AV3KDiQo2H2ShHeXOTYoOzDkF0GF+ibyS0tBGr5XYcaJwcjBO6dQmpxp7/CsRqZQUPfF4XQ4+T3KCrtXVaTPyEWm06H0UBM47C5U4QH2DfIKyhBfOh75kp7SJnqk/mL15Enx+YscG/IqW+R3caz381dNngTc153uxevomriyViVPcncerzR5EjC0O82+eM7+AQmCUO2JBIogCILgEKXxqRzvPQX0BlwbRND0t9m4RlnuvlHTSDo92pTyG9nEuT8hd7HuNqW1Vd6mg2bHSl9PB0ViP4bCkrJE5CWxQ18hZeFq/Ht3IOSRXuX98os59eR8R4RoVZ7NouiW9htd039D7l15wtVYVEr2T5swXMzAJSqI21NXUe+9x1GF+5tt82xNMlcVPv070WrdXHpKmy4lTX7Fq3VDq45TmpjOsftmsNWjH/saPEL2mh2XK+pWEpSMoLH9ucOwiZa/zqqVSdoDPS0LSfv1akvbX2baPxhBEGoEsYRHEARBcIjcDfvQpWYBUHouGb9asg5d7qLGJSoUTVwqAJoLqegy81AH+zk4suovZGQ/EucuNx1n/rmLerOqX+2PG+HWsA5Rs58k6b0fMOSWFdHN+GE9YU/fR4ulL5P24yZT36z1B6t6m2pHHeRLj7y/yfx9B+df/IKS2Mq3rdbFp7E7dCjIwK1lfdpuno9n47Llctr8Qi4u/J3CExco2H8a7cUsZGoVxmINMnlZPRVjiRaFtzuSRovczQWXhuG41gki6vWR+LSyz5Ko1GXrSXz/J4qPXbCoA1MZub8njb+cRsj9d9ohOueUtz+Wg3e/AFqdWbtXl6a0/eddB0UlCLYllvDYh0igCIIgCA7hc2dbFD6eGPIK8RtwW60pZpi36wQKz/IdN1wig1EF+TouoBqk/ntPIvd0Jf717wAoPnKO/L0xeHduZrUxDBiYylQOc5iXeZkBDOA853mZl/HFl3nMwxv7budY5+XHcK0fTuzwN8FoxP/e7gDI5HLcmkSWJxd0eo4Nm0Wrn2bYNT5bCry3G4H3dkNfUMSBjk9Sejqp8o4SlBw7z4EmI8uO1UrCJ91HnYn3Ef3SI/YL+BokvZ6s9fs48+ynaONSwWC89kWXuDQMp9PxxShc7LeNqTPK3nKUQ3dNtWhXeLvTefdnDohIEISapHZ8WxUEQRCcRtaabeSu30vgsN60j1lG6blkPLu0cHRYdlF8OpEjdz2HdOmpqFvjOrTbtQCZ7Cq7hwg3xJBfbHZcsD/WqgmU5SznEz4B4DCHySWXJ3mSf/kXAD/8eI/3rDbe9Qp86G7c2zTCWKIx282p5fJX2Nf+adNx+or/yJvyAD5dmto9RltSennQJbas5k3OlsMc7TXl6tsJa/VcnL+Si/NXlh2rlPgP7IJbwwjCn7wX90a238VJczGDgiPnyFj5Hxk/bkTS6K59UUVyGa6N6tD8pzfwamvdpULVVcqyfzn52ByLdnWdQG6P/c4BEQmC/YgZKPYhEiiCIAiC3RSfvMCpoa+C0Uj64n/omPgr3t3bODosuymNSzUlTwBKTidRHJuET1efq1wl3IiSM+UzEORuLgQO7mbV93fDzey1DBlShSIUUpUFKWzPvZKdnLzbNSJgYGey/t5rastYvb3GJVAq8ruzLXcaNlN0/DyZa/eS8MZijMWlV79Ipy+rJwIkf/BzWZtcBnI5cm83vNo1KdviODwA3+6tQSHHJcwflZ83ktGIZDAik8uQ9Hq0mfnosvLAKJG94QA5a/di1GnRXEhDm5x5XctwqiSToaobTOvf38WzdfXcVclWMv7cXWnyROnvRZcjX6Jwd6vkKkEQhBsjEiiCIAiC3WjTc0wFL43FpWU3Nf72Xe5wLRe5yBGO0J3ueGHd3SoMheazI2RKBeogkTyxpjpTHyJvyxEMOj3KQB8OdnmaJt+9jH+fjlZ5//u5n3nM4zCHmcxkAL7kS9MSnhmUL49ZwxqOcIQxjCGSSKuMfz2MGi1J7y5Fn1tAnVdH0ebPd9jdbCzFl5byFMXEYyguReHuareYHMGjZX08WtYn6oVhFBw9R/baPaR8+Seacxev7w2MEhgNGLMLydt4gLyNB2wbcGVk4Nq4Lr53tqLhp5NRqGv38pyq5Gw7xtF7X7NoV/h6cEfGL8jktfNJuSAI1ieTpFtJgwvXIz8/Hx8fH/Ly8vD2dq4bBUEQBHvJ23KImHtewlBcirpOEBHPPUz4cw/ZNYaLXGQOcwghhJd4CeUVzxGSSKINbcgmmza0YT/7LfrcLENxKXsaPIIuNRsAVag/Tb+fjn8tKZ5rT5IkcfqJeaR+/RcAXp2b0X7PQrvG8C//0oc+ADSmMbHE2m3shDe+IfGtsuUKMlc1oU8NIeCh3pwYM5fScylIegMeLaLpfGQRcoXCbnE5C11RCZkr/8NQXMqFFxdhLLrG7BR7ksvw6dkenzvbEPJYH9yjwxwdkdPb0+5JCg+fs2hX+nvRPXkFCleRdBJq9v3Y5c/2Hk/ihv1+v5eg5SUW1cif6dWIGSiCIAiCXaR+8RuGgrIZGK71wu2ePAEYyUg2shEANWqmYb7F5UEOkk1ZguMIR8gggzCscwOT/c8eU/IEwKVOkEie2IhMJiNv53HTsdLXw+4xxBFn9lpCQoZ9at3ocwpMr6VSLSkf/UzI6AE0nP04x4bOBKDoRByH+75M+43v2yUmZ6LycCNs9AAA6ky4z9Seu+MYsaNmo7mYhVylsKinY00yFxWqYF+QQdgT9xL96mM2G6smS/ryj0qTJ97dWtJh0/vI1WKLeEEQrEskUARBEASbKjmbRNwLCyg8eMrUJmlvsFjiLZKQuJ3b2c1uU9vlRElFd3AHzWhGDDEMZjChhFotBvcmkSCXm5YwlV5Isdp7C5Y0Cemm1z532L/OzlCGMoUpFFKIK66kk04IIXYZu86rIyk5FU/uxv1glJC7uaAM8sM3Ihi5pxvGwhIAcjYdQpOWg0uI2EIbwLdbK7qc/dGsTZudjyYhDaWfF+kr/yN9yXrcW0RTdPQcmvMpyNRK1BGBaLPzMRYU49YoEkNRCbqL2Xh2akLQ/T3QZBXg1aYB/ne3R+nt6aBPV7MYNVp2txpPyZlki3Ohj/WmxZKXHRCVIDiWhMyuhV0lOz0UcDYigSIIgiDY1Lmn55H3736zNrmday98zudmyZP2tOcFXrDo54svhzlMGmnUoY7VZgwUHjlLzCOzUIX4oc/KQ9LqCR7WyyrvLVSuzuT7SXhnGQpfT5I/WkXW7ztpuWYW6tAAu4yfSy6FFAKQTz7TmMYSlthlbHWIPy3Wf0jB7uNk/7UL//91xSU8EIC6U+8n7q1lpr67W4zjthPfiCRKFdT+3qgv1WmKemEYUS8Mc3BEQtHZZHY3GwN6yy2e6zwzmCafPOOAqARBqC1EAkUQBEGwmazft1O4L8Z0LFMrkSkUdl++s4Y1ZsetaU0Ald9Iq1FbveBn/FtLKD4ZB4Bvn440+GACnq3qW3UMwVy9WY+jzy/m4qe/YgB0mXlcXPg70W+Oscv4UUShQIEBAwBLWcqTPEk3rLsr0NV43dYSr9tamrXVe+0ximMSSF+5FQB9Vj4Za3ZQ54lBdotLEG5WwqerOfPsAot2pY8Ht59fisrJipILgj2JbYzto3Z+akEQBMHmctbvJfbBGRjyigDw6dWBzml/0CVvHf7/u92usdShjtlxd7ozi1l8y7d22XZWMhhMr4sOnxHJEztJ++4fs2N71s1XoEB9RTE/uRN87ZIrFdR/Z6xZW9zsn9Bm5jkoIkG4Pgd6vVBp8sStUTi3xy0TyRNBEOzC8f+SC4IgCDVOzr/7ONn/eSSt3tQW9sz9KH29kKvsO/kxhhiWsxwAJUpmMpOf+ZnXeI1xjOMrvrJ5DNqU8noruow8jBqtzccUwPfu9mbHOev3WWwlbUvDMF/u8RqvoUdfRW/by924j0NtRhHT9znUPuXL6DRxqeyoOxzJaLkkQhAcTZIk9t85ldzNhy3OeXVszO2nl6Dyte6W84IgCFURCRQ7ylqzjdL4VABy/tlF9l87AdDnFZK37Qj6S7tTGHV6uz4lEwRBsCZtahYnB7wAFf4eqztrPAFD7nBIPIc4RCll25Tq0fMCLxBPvOn8EY7wLM/yIR9afTZK0ck4DrQfb1Yw1rVRBHIXsa2mPTT/eSYBQ8t/3xXsieFo/xcr7SshMZe5jGIURzhilfG/5mvmMc90vJGNbGCDVd77RpWeT+ZE/xcoPnoOTVwq8oI8XOoGmc4bS7Sce/07h8QmCFUpik1kR+Qw8rYetTjXZv0cOu/73AFRCc6i4v1Syblk9PllM16Ljp0z3XMVxyaQv/t4rXhwcXkJjz1/1UaiBoodnRn5Nmm+voQ+PYTk2WUF3Oq8OpLMnzZSei4ZtyZ1CZv8IBee/QhlkC9Nf3mHlM9+wZBbSPT8ZzAUFFN89Cz+Q+4Q0xQFQXBaOX/vAn35khWlvzeRr45yWDwDGEArWnGMY0xgAh54MJ/5TGQiEUSwjW0c4xgA3ngzjnFWGzvu9W8pPHQGAJlaRdj4/1F//kSzPnnk8QEf4IknU5iCCrHtprXI1Sq8uzQj69etprb8XSeRjEZkcvMvfstZzku8BMAWtphtQ3zT4yNnGMPMChZb431vhjYtx+zPpcLHk6bLX+VAt+dMbfHvLMenawuC/nebAyIUBHOHBr1K9l97LNpdooLpcvAL8V24FpD0etKXrUfu5kLAgz1JmP4FBXtOEj51GLn/7Cb1qz/w7dMRhbcHWT9vsrhe7uWGsaBs1zF9fevtqifUbiKBYmeG3EIyl/9rOs5avZXSc2VbsJXEJpDwxjdIegO6lCzOPTmX4mPnAdAkZ1B89FzZE91xc8oulstwa1KXwBF90Wfno3BzJeL5h1H4eKLPKUAV4GP3zycIgqCKDDY71mfnOyiSMn74cYQjFFGEJ2VbiA5kIBe4AEA00aa+WWRZdWx9fvlyEUmrQ5eVj0JtniB5kidZwQoAiilmJjOtGkNtp/RyNztWh/mTtmQdoaMHmLUXU/7fqogiq40fQQRuuFFC2Zf4qooX25rXbS0Im3Q/GT9txLV+GA2/fBGPNo3waNuAosPnTP2ODppBy9UzCRnS3SFxCoK+RMOOusPRZ1r+2+HZviGd9ixArlQ4IDLBFoylGjJ+2ohLRBDed7QhZvDL5G06SOjEoWAwkvLpKgCC/txJxrJ1AOTvPgEaHQC5ay2TbKb3vpQ8AdCcT7Lhp3AOooisfYgEip3JPd3QxKVeOpBRcmlXhsv0Gbmm18XHL5S/PnLW8s2MEiUx8STOKF+/n7lqM0ovdwr3nyLg/rto+N10Ls5fgUwhJ/z54SjcXKz5cQRBEMwYSjWcuvdlszaZm+OWqxgw0Ic+7GMf4xnPfOZb9Pmar3mJl2hAA57maauNXZqQhjYpw6zNvbHl7j4plC/vuchFq41fG2WTzQQmkE0285lPS1oS9sQgdFl55O0+Qc5fe9AmZxI75j28u7fCvWF5ceFRjOIgBznBCV7jNavFZMCADp3p+PLWxvYmk8mo/+kU6n86xay9w+YP2NP2CTTx6aa2E8PeIajgD7vXKxKEi8s2EDPyPa5cTakM8aXz3s9wqytmEVRHktFI7oZ9KLzckbu7cvbxOWiTMwl98l6KT1wga9V/AIS/OILcdXsBSPnoZ9yaRZveI2ddhUSJRseNkqlUcOOXCYIFmSSKbdhcfn4+Pj4+rKMLAU3rU3oqAQB1dCjaS8kUmYsK6fJfBjKZWe2AWxE47G4yf9oIQPiUh3GJCiF53k943d6Sxktfw6jRoc/MxbVeuFXGEwSh9sr+excx974MFXacAWi9exFeXVrYPZ4UUriXe9nPflPbec5jxEgyyXSnu812RSk8fIZD3Z7BWFxqagsZM4AmX72ATGH+5HQ/+xnPeLzwYilLiSLKJjHVBi/wAh/wAVC209I2tpnOJS9YzdlJH5uOW/z2DoGD7bOl8Md8zExm4oMPQQThhRfP8Az3cZ9dxr+WtCX/EDPqPQwoABkAUS89TMM54x0bmFCrJH39F7HjP7RoV3i7c/uZ71EH+zkgKuFGGDVajBodSm8Pkub9SOJbizGWlIJRKvsFZX/FVLjNkXu4Yiy69G+lrOzvH7P7IIUcDLde4FrRszVdNy8kLy8Pb++atfzr8r3mWzyLK/Z7WF6Khtf5pEb+TK9GPFqwI9/+t9Hojcc5P3E+hsIS6s2bSPz0RZScSSLi+eGkLlqDPjsfr+6tKdh2BLmbC8YSzc0PqJBTfCLOdFh6IYWLH/0MkkTWz5tIvb0libOWoM/MJey5h4h690ly/tiOa6NIPNs1vvUPLAhCrWHU6YkZNM3iqWHzjR85JHkC0ItenOKU6ViNmrOcZRCD0KJlFKNYzGKbjJ275YhZ8gSFnHrvPG6RPAHoSEcOccgmcdQ27pQv1/HAw+ycLrug/EAGvne2tldYTGYy29jGL/xiKmC8gx1kkWVaVuYoGT/9y9lR76AC5BjRXdp6Of69Fbg1qkPEuAFXfwNBuEWlSens7zEFTVyaxTnvrs3ptPMTB0QlXA9DYTE56/bi0ao+xlItx3tNRp+dT+iz95P68arKL7rie4IpeQKmxIky0Af9pa3V1eGBaBPLZsgp/L0xZOcjd3fBqDOgcHfBtX44Ci8PXJtE4lo/HJfocPSZOWji01BHBFF6NglDQTF+Lw+H5gut/jNwJmIJj32IBIodNV3xFt7e3rQ98K2pzf+e7kiShEwmI/K1URhLNCj9vCmOTUAV6IMuLRujVo+hoBhjiQZDfhFGrQ5NYgaaCxfJ33oEyWBAk5iOVKJBFeKPLu3SdpkGI8Wx5TtNGI1Gs4xu6qI16DNzAUj76g8K95+iYPtRUChoufkT9Jm5FB07T8jj9+ASHmiXn5EgCNWPNjWLxLcXW3wparpmNn69OjokpiKKiCXWdKxAwed8zm52o6WsEv8//GOTsfW5BaT/+K/ZUzaZTGZ6sCbYznSmo0FDNtm8wRtm5/x6tSP+LQXoDfjc0ZbTT85HFeBN/blPovB0r+Idb1wxxXzLtwQTzEM8ZGq/cmcfJUpkOP43Rf6OY6bXShclugrPbWKf/hiPppH4dmvpgMiE2uDikvXEjJpr0S5TK+l8aBGezcWMPGdi1OlJ+/oPAEIev4fjvSZTuC8GuZsL7m0bos8qS3pUmTy5CtcmdSmNTQC5nIhpj5A481vkbi40+OIFsldvQ+7hSsTUhyncH4tH+8aowwORKeSVPpioTH6+Y+uxCTWHSKA4Admlb9VyVxfkrmXTrtyb1AW47kKwxbEJFO4+gXev9lyY/DF5mw8SNnEomSs2UXq2rGiSMbf86Zsy2JeSmArJlaKSsuQJgMHAuYnzKTlWVlQu8Y1vQCHDtWkUQQ/0JOKlESjcXG/tQwuCUCPoMnI40Hg4xoJis/a67z1NwL09HBQVvM/7ZlsSxxJLAxpwjGN8yIfkkMMYxthk7NhxcynYWzbzRaZW4j+gCyGP9kEd6pjiobWJG268x3uVnvPp1oqOR76h9EIKF175mrwthwFQ+HpS/13rLVUZzWhWshKAXHJ5gicAeI3XGM1oJCQa0pAFLLCYJeMQxvKp8UpfT9z9AymOKVtqLOn0HLnnNe7I+tX0XUUQrKE0IY29XSahS82xOOfTrQUdtn0kfs85AcloJO2bP9HnFhL29BAS3viGi/PLip6XxCZQuC8GAGOJhsJdJ67rPS/PsHdrHo3/Pd3IXbuHwBF9CRkzkMwVG/Fo0xDv7m2ImPowyOXI5HL8B95uut5F1MGpkpiBYh8igVJDuDepa0q6NPv1XVN7yLhBpH31B+6tG6D08SBmTwyS3oDPHe3IWrUZAJmrGqnUfG/0y8kTE4NE6Yk4Ek98R+Kb3+HerhEyhQLvbq2InvOUKfEjCELtUnziglnyxLVhBM3XzcetfoQDo4JVlD/9kiGjHvUAaEUrLnCBHHLMdt+xptwtRyscyWj52zs2GUe4cR7No9Fl5FJ0tPzfOF265Q3crYghptLXIxnJQAbyC7/wNm/zCI/wPM8znelWHf9G+fRsT+rnq8te392Bxste5+TY90ldvB4AfU4B2xs+RptVM/Fu19CRoQo1xOmXvyTxvZ8rPRc2fiDNFk0RyRMHylm7G11GLoEP303KJyuJm/Y5AHn/7kdWYfejjKXrrvo+MpUSpZ8Xnj1a41InGNfoMFwiAvHp3RF9dgEudYKQu6hhTnnx9rCJ95dfrxS3qYJzEr8zazjXeuFEvfuk6bhzym9IegMKL3fio0LQpWbjUi+MpFnfI1MpkXT663rf4kNnACjafwqjVofSx5P8rUcIm3gfQY/0tclnEQTBeRTsP0Xh/lP49u2Ea5NISmMTQS4n+oNJDk+eSEgYKC9kG0aYWbFYn0v/sxX3ZnXJ3162LELS6tDnF6H0doKZBgIAxbGJZscKH0+MGm3ZF3krmMUsxjGOYIJ5hmfMzvnhx2Qmo6FsncwrvMKDPEhDHJeYCHygJ6otn6G9mEnA/Xchk8kI6NqUvB//waDVo0WN9nwq+9o/RddzS3CvL4rOCzdv/x3PkbftuEW7W5M6tP1nNu71whwQVe0lGQxk/bEDQ0ExAYN7kPXrFs6OKXsQm7poDS5R5bM9ctfvxadP+bJcfXb5khi5lxuSQcI1Mojgx+/BJTKEwId6VZkIU/nVnoKjQs0jduGxg8uVkZ25QnFpfCpyNxdy/thBwb4Yio+eo+joWfPCTlVRKUB36WZFoaBz9t9cnPsDhXtjCJ/yEH4Duto2eEEQ7Kro2DmOdBiHpNPj2rAO7U4sQZuShTosALnacVsWXzaLWaZtaN1xZz3r6Ybtd1tJmLuclC9+x6tzU7LX7sWQV4Tv3e1p86/l1smC4+jzi9jb+FF0aWUzT2RqFTK5jGYr3iDwXtv+PjFiJJBAcigbW4mSRBIJxbmmpO/26YchvwgAHUoMl563ebSqx21Hv3JkaEI1FffBz8TNXo4hq8DinFfnpnTc8TFy5fXVshBuTdGRM+RtPYI6LIC07/4m9+9dACj9vXBrFk1BhbpIci93ZEoFhpyy/25uLeqhTUzHkF+EW5O6hD17P0WHzhL69BA82zdxyOe5XtXhfuxmXf5sM3jB7rvwzGJejfyZXo2YgSIA4HopwxwybhAh4waZ2kvOJVN05Axp3/1N8fHzSKVadKnZ5hfrKmxZajAQ98JnpH9VVmAqf/tRbstfR96Ww+T8s5uAoXfifXsrm38eQRBsp/hknGm2WunZJIwaPa5RzvPU8DjlTzdv53a7JE+0adlceGkRULbjWbNVM3GNDMGzXSObjy3cGKW3B10v/sLBLk9RuP80klaHBCR9uNLmCRQ5cjawgelMJ5FE+tAHb5zvS6db40gK91/ewar8OZs2M5eYpz6i4dzxqMSsKuE65O+P5fDg19FdzLI8KYPbLizDI8q5Eog1jT4nn/Sf/iVzxWaKT8VhyMgt31K4Yr/sAgp2HEPu7mraRc5YUEz0/GdIeGURxlItIeMGETC4O4X7T+Fzd8frrtUoCDWJSKAIV+XWIAK3BhEEDr3L1Jazfi9yVzXJc5aR889uXBvWQZLJ0JwpmxZdcjLO1NdYoiF38yFi/jcNSacndeFvdIxbCXI5+duP4tmxKS4RQXb+VIIg3ChJktCm55Dw6iKyf9tetq1gWg4Rzz+M0st6O5jcqhRS6E53trENHTpmMMMu4yo8XM123clYuYUWP71x1WsEx5HJ5ehzCs3aCvbHUhqfanqgYCsd6MBgBjOJSZziFPHEs4Y1Nh3zRjX/+31OPfQ6+f8dQoUBkGFEji4lm4uL/iTj1230SF2JTF47CwgK1+fwAzPJ+mV7pec82zWk/cb3Ufl52Tmq2qFg/ynUof4oA7zZEzQIDMZrX3SJb7/OoJCTveo/fHq2J2zCfQSN6IuxuBTX6LKHJa4OXqorVE4UkbWPGvWps7OzGTFiBN7e3vj6+jJu3DgKCwuvek1paSkTJ04kICAAT09P7r//ftLSyvehP3LkCMOHDycyMhI3NzeaNWvGxx9/bOuP4tT8+nbG5462NPvjPdqfXk7bo98TNXMMKBTI1CoiXhhu1j/3n92mp9XG4lI0SRkcbjeGU0Omc6TdGLSXtl3W5xchVpQJgvORjEZi7n2J/aH3kv7NX+iz8tBezKTt0cVEvzfB0eGZHOAAUUTxDM/ggQcnOMGd3GnzcUsT0ig8et6sTZOQVkVvwVk0mPc06lB/07GxsITjg19Ff2npii2tYIXp9V/8xSu8QgklNh/3eqmC/EBfPrvUq3EYLmhxQYMMI7qMPBI/WY2+0HliFpyHNj2HzZ6DKk+eKOS03TiXLge/EMkTK5L05TUMz02Yx9FOj3Og/oPsvs7kSeCo/rg2jcKteTR1Z46l2cpZ3Fa8kZabPkHuokYd7GdKngjCrdi6dSv33HMP4eHhyGQyfvvtt2te88MPP9CmTRvc3d0JCwtj7NixZGVVMqvNTmpUAmXEiBGcOHGCDRs28Oeff7J161aeeOKJq14zZcoU/vjjD1auXMmWLVu4ePEiQ4cONZ0/cOAAwcHBLFu2jBMnTvDqq68yffp0PvvsM1t/HKcnUyhwaxSJws2FoEf60unib3RKXk3AkDsIfPhuAFRBvni0NZ/CnrLgV7SJ6QDoMnJJ/foPjvaYwB6ffhzt+iSGIvGFTBCcSen5i+T8udOsTeHtgTrEv4orHGMmM9GhA+AMZwghhEUssumYBftPsa/pSA53m4Tc0w0oq6lR//2nr3Gl4GiBQ3rQNeVXXBuWP0ktOnKOi5//ZvOxW9LS9NqAgdnMZjSjbT7ujQh77iFkahUKbw9TPTQZoLhUoPnMlIVs8RtMwRXJQ6F2Oz5qLttCHqy0hl74hHvopV1LQK/2Dois5kr96nd2ud3Nvjr3cWr4TNIX/wOApDPAVWoZenZqSuBj/Yl8fQyNv36ZDjE/0P7EMjxalxW1VriJHTarm8szUOz560YVFRXRpk0bFixYcF39d+zYwciRIxk3bhwnTpxg5cqV7N27l/Hjx9/w2NZSY4rIxsTE0Lx5c/bt20fHjmUVoteuXcvAgQNJSkoiPNyyanxeXh5BQUH8+OOPPPDAAwCcOnWKZs2asWvXLm677bZKx5o4cSIxMTFs2rTpumKryUWLqiIZjRSfjMOlThCSUeJIh3Fo4lLw7NwMo1Gi+NLa6orrLC8LHjcIn7vakfLpKpQBPtRbMBX3eqLqvyA4irFUw6FWoyg9m4TCx5PQpwYTOKw3nm2dp75HCSUMYQjrWW/W3oY2HOawzcY99+JCkt4vn02g8HSja+qvKDzcbDamYF37Wo2l+Hh5EiDqjVFETH7Apk/Hs8mmIQ1NxWShrD5KAQW44zxL4oylGlAoSHjtK5Lf+wGZWoVGW/YlXYaEhAxUSu5I+VnUQqjFjBot26NHoEutYktwhYx2G97Hv2dbu8ZVU2Wt3kLa13/i06s9AfffxaGWj13fpg/e7vj0aIN/vy743t0BtyZ1kSlqT+Hemnw/dvmzvczLdi8iO4c5N/0zlclkrF69miFDhlTZZ968eSxcuJBz586Z2j799FPee+89kpKSbibsW1ZjaqDs2rULX19fU/IEoHfv3sjlcvbs2cN9991ncc2BAwfQ6XT07t3b1Na0aVPq1q171QRKXl4e/v5VP3nVaDRoNBrTcX5+fpV9ayqZXI5Hy/qm47aHv6MkNgGP1g1I/fJ3Luw/BSol7u0aUVih2jdA+jd/kv7Nn6bjQ/UfAlcV7s3rETL2f4RX2CNeEATrkySJrJWbkPQGAof1Ru7qQuvdi8jfdqSsblGdYEeHaOFRHrVIngDcxV02G1OSJDJWbDZrM5Rorns7+NqqlFIGMYitbOUZnuEDPnBoPCGP9ubCy1+CXIZMoSD+ze9JnP8znU58j2ukbX6v++NPNNFmCRQjRnLJdaoEity17It49JynCRzWG1WAN6ef/4LclRuQAwbk6HSwNeh+mn3/EuGP9XFswILd5e09xbEH3qo0eSJzVRPx5CCafOQ8Sz2ro6KjZzEUFOPdrTX63AJOPfQ66A3k/L2LjOX/Vpo8UQZ4o88vps604Xh1bYlvvy7IVTXmtk9wMlfe67q4uODiYp1ETteuXXnllVf4+++/GTBgAOnp6axatYqBAwda5f1vRo1ZwpOamkpwsPkXHaVSib+/P6mpqVVeo1ar8fX1NWsPCQmp8pqdO3eyYsWKqy4Nmj17Nj4+PqZfkZGRN/ZhaiCljydenZsjd3Uh/NkH6XBuBR3jVhH97pMofDyRubkgc1FV/QalOooPnubCpA/Z6daT06NmoUlOR5OQimS8/sJYgiBcW9K7S4h9+A1Oj3iLI13KpkiqAnwIGHKHUyZPAPaz3+x4IhNZxzo+5EObjKdNy2Zf05FoEtJNba71wmjy7UsofcW6/qtZxzo2shEdOuYzn0wyHRpP3ZceofOZZUS+/Eh5va6CEvL+O2zTcWczGzfMZyr9yq82HfNWeLZthEtkCMa4RNOXRwWX/v2VIGbkexSeiHNUeIKdZfy5i83e97C/yyQ0iekW5326taBH2kqRPLlFGT/9y+G2YzjWfQJnxr6L5mKWWX2iiskT757t8bqtBYGP9KFj/C/crtlM1DtP4j+om0ie1BLSpYLf9volIQMgMjLS7N539uzZVvtM3bp144cffuDhhx9GrVYTGhqKj4/PdS8BsgWn/9P08ssv89577121T0xMjF1iOX78OIMHD+aNN96gb9++VfabPn06U6dONR3n5+eLJMoVLlfvdgkPpEvWXyBJ5G46SNKs7zGUlFK0P7bKa6VSHRlL1pKxZC0AHh2a0HrHQuQuarvELgg1Xf62I6bXRftjKdgXg1enZg6M6Op+4AcSSDAdN6ABr/M6wdgu2ZP523ZKTieajmVqJe0PfYXKx9NmYzobAwbSSSeEEOQ38DymCU1Qo0aLliii8MHxSz/cGtaxKJCoCguw6Zj96Mc5zhFFlKl2zxa2MIlJNh33VpWeSza9NgIK9MiRMKBgT+vxBPTvRKtf3kDhKuon1ESpP/9HzOMfYCyool6dDDqf/BavpnXtG1gNkfT+j+T8vQu/gV0Jf/YBctfvhUvVFtK/+7tsh5wK6s5+kvRv/0Ll7029jyejrEX/BgnOIzEx0WwJj7VmnwCcPHmSyZMn8/rrr9OvXz9SUlKYNm0aTz31FN98843VxrkRTp9Aef755xk9evRV+9SvX5/Q0FDS080z4Hq9nuzsbEJDK9+SMDQ0FK1WS25urtkslLS0NItrTp48yd13380TTzzBjBlX3xbTmtOWaoPL6y/9+nbGr29nJEkie8028nYeJ/XTVUil2qteX3QglmO9n8O9YR1y/t5F0Mj+1Ht/oj1CF4QaKezZB8ldtxcAmUqBKsjXsQFdwwTMn3C+xEs2TZ5kb9hP+opNIJOZvthKeiNyRY2Z1HlNGjT0pjfb2c6d3MkGNqDiKrMIK2hKU3aykz3s4V7uve7rbM2/TweQy8AogVxG8fHzZK3eRui4gXi1b2yTMcMIwxdfMsgAYBWr+I3fGMIQm4xnDXVeGUnctM9Rhfjh0bMTucvXASDHiMYoJ+vvvext/zRdjn6FXFl76ivUdNn/HebofW9gyK18lyrPdg3osPkDcQN/AzQXM8n5cweu9cPx7d2Jgv2niH/xcwDy/ztE2pe/EzVvAunf/W26xpBbSNTcCWT+9C8B991B4JCyX4IAjtvG2Nvb22Z1ZWbPnk23bt2YNm0aAK1bt8bDw4MePXowa9YswsLsvzuU0ydQgoKCCAoKuma/rl27kpuby4EDB+jQoQMAmzZtwmg00qVLl0qv6dChAyqVio0bN3L//WV1NWJjY0lISKBr166mfidOnKBXr16MGjWKd955xwqfSrgamUxGwJA7CBhyB/XnTkCbnk3S+z9RsP0IyMoSJpLWvMZA4fajFG4/CsDFectRhfoTMeVhMpauw1BUQsi4QWKGiiBUQpOcQdpXv+PWLJqgS7tn+Q/sSqudX5D921Z8+9/m1FsXatFSQIFZ221UXr/KGoylGo4PfhWppKzOlUebBhhLtNSZ+iAKT+epXWFrRzjCdsq2KN3CFk5wgra0ve7rO1z6nzNxjQ6jxepZZP22HW16DuemlE0PTv9pI11TV9tsCnw+5mvHpzPdqRMoEc8PJ2zS/cjUKgp2nzAlUADUaJCQUxwTz66WY2nyyTME9u14lXcTnF3ujuMcf3QOmrjKl7bL1EoazX+ayImD7RxZ9WQoLkXuqkablM7BFo9hvLQVuNzLncAHe5ol5kvPJiFXqYiY/ijJ7/2IR+sGBDzYC5W/N3WmPeLIjyEIdlNcXIxSaf7vr+LSw3dH7YXj9AmU69WsWTP69+/P+PHj+eKLL9DpdEyaNIlhw4aZduBJTk7m7rvvZsmSJXTu3BkfHx/GjRvH1KlT8ff3x9vbm2eeeYauXbuaCsgeP36cXr160a9fP6ZOnWqqjaJQKK4rsSPcOnWwP/XfL3/CXHIumezft2Ms1ZI870cM2WU3TzK10pRYiX9hAZqzSaR+sQaAvC2HabriLfsHLwhO7mS/qRSfuACA3FVNwOAeAHh3bYl315ZXu9QpPM7jSJj/AxqJ7ZZM6jLzTMkTgNAxA6gz+QGbjeesGtOYCCJIJpm61KU+9a99UTUQeG83XOoEcbBDeZ0zfXYBuqw8XEKtv6RHQsILLzSU/57KIsvq41jb5QcS3l1bEvnmWBJnfodMurwa3gho0MQmcqTfy3h3a0Gn7R87MFrhZmgz8zg5bh5Zv++qvINCRuijfWix+EX7BlZNaVIyifnfNIoOnQEsd6E0FhST/u1fRL49novzlmPIK0QV5Itnu0b4D+xK1KwnkMlrzyxHoeYqLCzk7NmzpuMLFy5w+PBh/P39qVu3LtOnTyc5OZklS5YAcM899zB+/HgWLlxoWsLz3HPP0blz50p32bWHGpNAAfjhhx+YNGkSd999N3K5nPvvv59PPvnEdF6n0xEbG0txcbGp7cMPPzT11Wg09OvXj88//9x0ftWqVWRkZLBs2TKWLVtmao+KiiIuLs4un0sw59YggogpDwMQNOxu0r79C892jVH4eXHi7smmzH3J6fKtrbJ+3kRa/y64t6jHmTHvovBwo/Hymbg1iHDIZxAEZ5D330FT8gRAE5fiwGhuXCqpLGWpWdskJuGLr03GK01M5/y0hWZtRo3OJmM5O198OchBdrObrnTFm5qzJaSskpkmSfNWEDKqP56trJso2sY2iyK6GWTwFE/xBV9YdSxbkbuoTf/uXqYA5GjRoiB/xwkO3/sabX9/2zEBCjfkwjs/EP/+zxjyKl+qI3NVETayL80WTbFzZNWLPr+IY3dNovjwWYs/H4BZ8uQyubsroePvIXzygxTsOo5H6waoLyVuRfJEuB6OWsJzI/bv30/Pnj1Nx5frho4aNYrFixeTkpJCQkJ5XbvRo0dTUFDAZ599xvPPP4+vry+9evW6Zo1UW5JJjpr7UovU5H3HnU369/+QPP8nvLu1InTCUI7e9oSpQrnfwK4YSkrJ33wIAM+uLWizcxGSXk/uv/txiQ7DvWmUI8MXBLs69/Q8Ur/4DQCFlzsdk1aj9PZwbFA3YClLGclIs7ZFLOIJqt4l7Wadm7aQpHkrzGa6yVxUdDz8tfh7owZK+epPzr3wOYb88gcuMhcVHY98g3uTqotjbmc7McTwEA9dszju+7zPS7wEYDGLSo3abFaKMys8coYjbcdUek4CNLgAMlAq8LmtGe3+nYtCLKl1KkatjuSv/+H0M5+W1QCqhNzDlegZI6j38nA7R1c9GEo0FJ+4gFujCNIX/8OFqVX/LCuKmP4oHh2aUnwgFv97u+F1m/PP/KyuavL92OXP9jyv4YKr3cbVUMoHvF0jf6ZXU6NmoAhC8KgBBI8aYDpusOB5zox5F4CAoXeS8eMG07nCXSfQ5xZw8n8vUrDzGDKlgpabP8G7exu7xy0ItqZJSid57o+owwKImDYcmVKJb7/OpH75OxiNhD1zf7VKnoDlTecwhjGWsTYZK+mz1WVjavXI3V3w7taKRp9Nxr2x2GGtJgobPwi5lxunhpfPmpA0OlK++ZsGc5+q9Jr/+I9e9EJCYjGL2cGOq47xLu+afg+3oQ1HKN/9SouW2cxmOtOt8Glsy7NNI1puXcD5SfMpPnbe7Gm7DFChRY8SSS+Rt/04Jx6dTeuVbzguYMFEkiROT/2cpI9XQxX3+p5tGxAwoDMNZo0RsyCqYCzVcLjNKErPJCFzVV9z8wOv7q1xiQzGo20jIp4fVraZwv132SdYoUarDjNQagKRQBFqtOBRA/C6vSVIEm6N6+LSMIK8TQcAUPh5oUlMo2DnMQAkvYHsv3dTfCqBnLV70KXnEDC4OxHPi6ctQvV3esRb5G89DIDMVU3ElIcJGHIH7Y4vwZBXWC2feg1mMO1oxyEOMYUpzGe+TcYxlmqgwhdiY7GGhh8/I5InNZxnm4bI1CokbfkyraT3fwKjkQbzJlj0P8IRU0LkMIev+f6d6cx61iNHznzmk0Yaz/M8KZQtpdvK1mqRQAHw6dGGdke+x6jTsy9iCPqMXNM5BRIKdKbZKBmrd7DJdQB+PdvS8L3xeLWuGfVzqpO0X7dzfsa3lJy9iKTTV9pH4elG859eJfh/tivKXV0VnzhPwuvfgEKONjkDhY8npWfKlo1XmTyRgXevDoQ9fR8BQ+9EJpPZMWJBEKxJJFCEGs+tUflNju+d7Wiyahb5244QPLI/Ro35FwddVj7Js8trKhRsO0LhkbNEvTkOhbcHpeeS8WjX2Ga7MQiCtRk1Ws6MnU3BnhOmNn12+a4f7s2iHRCVdfjgw0EOokWLGusvCdDnF3FiyAwKDp0BhRwMRgBc6gbjGh16jauF6s6jWRTtdnxK/q6TxL2zFH1aDgBJH64i8oWHTbUJLhvOcL7ma2KI4U3evOb7r770v4Y0pAtluwX64cdQhmLEyNM8bf0PZWNylZKOcauIufcl8jYeMDt3eTaKwaDEaDCQvXYfe9fvJ3LqAzR6b7yY3WAHhacT2NvmqavOkFAGeNFkwWRCH77LfoE5Oc3FTBRe7ii93Ln48c8kvPEthrxC806Xt0AHXBvVQaaQowoPwK9/V7FjjmA3YgaKfYgaKHZQk9fc1QTxr39N1q9bCHq0L9qkDFIX/GrRRx0ZjC41u+xJjUKOOiqEVps/xbWuuIkSnFva4r85e2kZGzIZfoO70/jb6Sj9avffRVlkMYxhJJLIx3xMP/pZ9El470cuvPxleYNcRuiYATT4YAJKH087Ris42u6oh9EkpJmOO51ehnujOpX2NWJEfgtfKosoQkLCk+r9eyxz1WaS3l1C8YkLprpBlxmRoUUNl/bt8erQmGaLX8S9XggKDzcHRFtzpf+xkzMvLKL0dHLVnWQy/Hq3o9XK11GJv9vMnJswj9SFv6Hw8SDq/Ymcf2Jupf3CJj9ASUw8np2bU/etx8UMEydUk+/HLn+2ybxp9xooH/NGjfyZXo14jC7UelFvPU7UW48DUHrhIgW7jqNJykDp60np6UQAtEkZ5eu6DUa051M4EHVp61K5DN8+naj75jg82jRE7uriiI8hCAAkvr2YxLcX49mxKc3XfoA61N90ziUymOarZzswOufxGZ/xL/8CMJGJnOWs2fm8PSeJf3Ox+UVGidCxA0XypBby7dWOtMVrAfC5sw2nHnkbfW4hjb99Cd8erc363kryBMCD6lWLqCqBD/Qk8IGeGEs17A4YiFRcXhRXjoQCPQqMGFBQcOA0e1s9jsxNTftN8/C9rbkDI6/+jDo9MRM/IfXrv6usbQJlxcPDn/gf9V59BJWfl/0CdFKFh06Tu2EvfoO64dG8HsUnzpO68DcADHlF5rOq5DICh/dG7qLGtX44dV4agUwpbqsEoTYQf9IFoQLXeuG0PfAtAIbiUs6MnFW2zatCTkmF7V7NGCVy1+0ld91e1JHB1JkxCqW3B54dmpgtHxIEWzJqtBQdOUfC618DULDrONmrtxI8agCNlsyg6NAZQp4c7OAonUc44abXdTCfSVB8OpEjvaYglVya5q6Qo/ByJ/DebniLG7taqfHCKXh1aIzC24Ocfw+QvnQ9AOcmf0qHg185ODrnJnd1odkv75D45ncUnbiAsaAYr9tbUrDzeNl59JTN21EilWg5eNdU1IE+hIy4m0bvWX9HrZrswjs/kLzoTzQp2aA3VN5JIUfp7UHUK8OJfuEh+wboxDSJaRy97UkkrY74lxfRas+XaONTzfoEPdwLj1b1yd96hNAJ9xEwuIeDohVu1AUuUIrl1tE1jVjCYx9iCY8dXJ5WNSVvCjO8Z+CP/7UvEpyKNiWT+Fe/JOvXrZbrXqsilxE5cyyhTw5BHexn2wCFWs2o03P8jokU7D6BTKW8tNRMQetdX+DVqZmjw3NKEhJf8RXxxPMszxJCiOlcwuwfuPBK+U2xW+M6dI5d5ogwBSe0I2gw+sw8ABRebnTP/8fBEVUfhuJStMkZyFRKDtR/yGzHHgnQokaq8IVc5u5C8D1dabJwspghUQlDcSlJX/3F2Wlfgq6KhEkFHu0a0n7DXNQBtWeqfWVKziRybsIHaJPS8R/cnbozx1F4IJZj3cuLQwePG0T9jydzYsALFOw4RtCo/jT+9hUHRi3crIUsZAITIB/woUYuN7l8r/kMb9t9Cc+nvFYjf6ZXI2ag2NGHfMinfEp96vMBHzCIQY4OSbhO6rBAGn37Co2+fYXCY+e4OP8nMhZf40uzUSLx9W9I/WINvr07kvPXLgIf7kWDBc/bJ2ihRstcuYmzj7+HOiyABgufp2B3WZFYSacn9Jn7CRreRyRPrkKGjCcwf7pdfDqRpHkrkKmUIJOZbu7cW9RzRIiCk5KpFOWv3Vw4M/kTZMiImjla3ORfg8Ld1TQz07VxJKWxCaZzMkB2xebkUrGGtBX/UXQqkTZ/zgKlApcgn7JtX2upwuNx5Gw5RPycn9EkZVyzv8xFRcSkwTScNRaFq/WLbTu7vO1H0MSl4tmuETJXF9waRHD+2Y/I+3c/AMmnfkQySES/9zQuUSFo4stqHfn17YTCw43WWxcgSZKoaVJNNaUpscQ6Ogy7ETNQ7EPMQLGDy1lB8oAKyblAAvmbv+lEJ4fFJtw6Q3EpmsR00peu5eL8FUglmqv2V/p7U++T5wge0Zecf3YhUyrx7SN+DwjXR3Mxk6yVm0j+YAXaxLIvemFTHqZg+1EK98XgUi+MNvu/QeVfe54EWMveZiMpOVV2Q1dn2sPkbDiA0seDJl9Pw61h5QVDhdone+MBYh54A6NWh7FCXY/gx/rQbMmrDoyseik8GMuFyR+jy8pHk5CGR4cmKOpGkL56B8aiEuQYkGNEQo4BBZcLziKXETikG9EvPoxPl5qfJJYkiVOTPiVt2b+4RoVQdKyK5cQVKHw9afTh0wQN6oI60Nf2QTqp5Hk/Ejftc7O26A8mUbDjGFm/bjG1BT3Wj8ZLXsOo1ZG5cjPq8EB8e7a3d7iClXWhC3vZW95QC2agTOQdu89AWcCrNfJnejUigWIHVSVQAOpSl3jiHRKXYBsl55IpPp1A8rtLKdh+FI+OTSmJicNYVL72UhXsR+iE+0icWVZvxbd/F+p9+CzuTaMcFbbgxLRp2VyY/DFGnZ6CXcfRpWSZnW/43SsEDbubomPncWtSF6V3zShCaQvb2U4aaQxmMMoKkzAlSWKrspdpG8rg0f1p9t3LjgpTqAb2NHiE0vMXTcdyVzWdTi3BNUrsznYrNEnpHGg4DElTvtWuDiWGSiZNK/29cGsYTv3XHyOgf6caMTNFk5KFJi2HuNk/UbA3htKkzKrrmVQkg7DHBxI+ph++XVvYPlAnUxKXwqn7XqHk+HlQyJH0BuRuLhgLS8z6eXRoQvO/53H+mQ/J33oY1wYRNF76Gq71wqt4Z6E6Gs5wfuIn80aRQLG62ppAEUt4HEyBY/+xP8MZvuZrOtCBhxDFxKzBrUEEbg0i8O/XBW1qNuoQP4oOnyH5g5/IXF6264drwzoU7DhmuiZ37R6OH5hIh/hfKD5xgcS3vkMdHki9D59B4Wa/vwgF52Es1ZCzYR/5mw+RtWYbmgo3apcFjxmI/73dCRhyB4BYsnMNP/MzD/MwAGMYw7d8iy6ngLxtR1EH+5qSJwDGEm0V7yIIZXy6tzJLoBhLtRwbNJ2oVx8leNjdDoyseis8EGuWPAFQ+XpiyLUsAKnPLqBgbyxHBs0AuQyZUkHoo72pN2MEKn+varFjVuY/e0n++i+KTiVScjoJ9Mbru1AOMqUShbcHTRZNIXRod9sG6kSMGg2nH32bnLV7LBIkgCnhZCwsKZu4VOFRccDgHqiD/Wi64i37BCs4xFa2OjoEhxBLeOxDzECxg8tZQUWeAoN3+VMEV1zZz35a4JgnBT/wA6MYhYGymCKJZAxjmMpUfPBxSEw1XeYv/1F6JpGQx++hYNdxTj0wA0mrN53vlPo7R7s+ieZCCgCq8EDax/yA0tsDSa+nND4Nl8hg5GqVoz6CYGOS0cjZcXPI+HG92e+NK8ndXOic8ScKDzc7Rle9TWEKH/ERULYu+oT2KAfaPk5xTDyolMjVyrKZYnIZbbd+gk+3Vo4NWHBqkl5P1p+7iJu5mKIj58pPKOR0Ob8c17ohVV8sVEmfW8DRrk9RcioehbcH3ne1o8GiaWRvOEjm2n2k/7QJtbEUGaCvYmYKADIZ6mBfQsb0I2/7cQL6daT+jEft+lmgbHZb6YUU1GEBIJNxcsxc8rafQJuZh1R644la/wGdcakTSNPPn0VeS7bN1aZlo/TzJHvNdlI+WUX+jmNmBYivpvHyN1AG+aFwd0XuqsazXWMbR1u7xBDDvdxLEkl4401TmtKe9vSgB0MYcsvbut8MHTq60Y197DO1KVDQIL8Bp31O18jZEpfvNZ9mtt1noCxkeo38mV6NSKDYweXf1Hl5eXh6e7Ke9XjgQQ/Ktj87yEFGMxoXXPiRH2lEI5vHpEGDaxV/wCKJZCELuZM78cT5n95UZ/qCIs6Om0P+lsOEPj2EujPHsa/uULSJ6aY+zf+Zh/dd7dgfdT/69FxUYQF0OLsChbuYmVITpSxczfkJH1i0y91c8Onbifz/DmHILyZ63kQipg5zQITV11GO0pveZJPNF3zB0PVtONZvmlmfuq+PInTsANzEMgzhOqUu/ofYMe+VN8hlBI/oQ/CjfQjo24m/+IvHeZxgglnDGqKJdlis1YVRq0OXlo26TrBZ8U7JYGBf3fvRXcwsOwY0N3CzoAzyQZ+Vj8LDlaAH7iBv23E82jUg+J6uFJ+9SMgDPVBHBFJ8OgnPFtEovdzRpGWj9PFE4apGX1iCNiULt4YRyGQyik4lkLPtGOpAHzzbNkSbkUPC+z+j8HAlb+dJSs6ngNFYFqhchsxFVb49+vVQyAkb0w9VgDcyuYKoV4aj8qz5SXN9QTHaxDTcmkZxou8U8jYeAMWlG3HD1WfoyL3cCR7ZH6WvJz69OuDbq4MdIq6dVrOa53meC1Rdl2cgA1nNatTYr4DxUpYykpEAqFFzkIMEEIB7vrvpfqym3exfvtd8kvfsnkBZxEs18md6NSKBYgcVEyiV/ebqRz/Wsx6AR3mUpSy1eUwBBJBN9jX7LGc5fehj83iEcvm7jnOy31QMBcUoAnxof+x7sn7fzvmn5pn6NF0zB2OJhoSZ3yKTgXuzaCJnjsWjVQMHRi7crJILF0l6ezFFJy5QtDfG/KRCjlfn5tR95wl8e7bHUFSCsbgUVVDt3hp7H/sIJJB63NgOOXr0aCUt2v1byAQAAIWlSURBVK2nSZjzAzlr95mdb/n3ewQM6GLNUIUaTpeVx+Eez1IcE48qPABdarZpOViHY99ye8shHKNsyeYUpjCf+Y4Mt1orjU/lQPQDpmPXpnVx7dqOolMJFOw6iQodMiT0KDHe6hJphaxsN65KltTIXFRl28UbrfwVWiZD7u6Cf9+OeHdoROTkoShrQcJEl5lLaVwKmSs2oYlPJX/rEXRp2fgP7kH2mm3lHRXyKhMobq3rEzFlGAGDu6P0qz03co7yCI+wnOXX1fdXfuU+7rNxROX+4i/TTqdhhHGRsqWW17ofq85EAsW+asfcPydXh/LdHSKJtMuY10qeAGSRRV/60ohGbGKTWZyC7Xh3bUnHpNUU7DiKR9tGqMMC8erQpLyDXIZHhyYcajwcY3HZmvCSmHhyN+xDMkqEjPsfdd99krRFa3BvVR+/Pp0d9EmEqyk6do64l78ASSL3n91V9gsc0Ycm379mOlZ4uNX6ZTsv8AIf8AH/Z+++w5uq3gCOfzOa7r0LpS17l71kD9mIgEwFEUEZKsr4gSgyVBBEBQUVAREREBwoIFuGbMpeZbWFlu6926zfHymB0kFp06TjfPLwPMkd5743tE3ue895jxlm7GY33Sh6vQk5coInf034t3/lWq7wdMb91V449RK/L8KzMXO2p8WVdaiS00kJCOTK8496NcXtOEHthrX1CZTaiOEDJWFexQWbVvVIPXMDuaMtDXYvw8LXE4CI1X8T9MYSABQocXnvJSLX70cVn4IEDdqciZKLTK0lV/GMx2izlCU7EQmYuTqgVWtw7NYU20bVsX+uPk5dmpas3XJAq9GQGhCIJkuJXfvGZNwI4fJzE1EnpubZNv6v/5A726GKSwbA/c2BaJLS0ChVpF26g/Ogjvh+8oaxT6FS06KlLW05zeki7/OsNzpKqi99+Z7vucAFJjHJqMc2NS0So9Yl0T7L39QKRCRQyoAVrKAGNTDHnLd4yyjHbEc7TnCiSNve5jbNaU4UUaUclfCQ3M4ax95t9a9tWtSj7l+Lidt2CPc3BmBRxRUzN0eyQiL026hT0gGIWPEb0Rv3oY5PftSgVIrTkM7YP9+SlMMXsKzjg9eUQcgdbI12TpWdKjmNe//7FlVyGr6L3uB67+lkP4gpdB+JhYIaK941UoTlx1/okh9KlM+cQEk6eY3Yv47lWmbu406rmz8jNTdeF2OhYpHIZJg52mJZI/dMHuZVXPlRuYaOqS1xdqzKKEaZKMKKQSKX0+jIN6RdvI1lXZ9cn2GWfp65trWv7UXNB79ytc8MUg+dA6kUPN3JDE9EaqnINQV16QUsAQkoPJxw7tMK527NsPDzwLq+D3Jbq9I/fhmjUaq41Ho86RduA7pC6FYN/PImT+QyUKmx79qcOr8tJHTBj9g0q4PbK71MELXwuLrU5Ra3irz9Z3zGAhbgjDNf8AW2GOd75wQmGOU4QuUkEihlgDXWvM/7Rj1mJzrpEygOOPAar/Ef/3GBC6jIW7gymmiUKDFDFC81FecB7XEe8KjKfoO9y4j45g/Sr4egVatJOXEFbbYKuZMdqseTJwAaDfFb/yV+67/6RaEf/oDMzgqHHi1xeL4VTgM7oE5Ox7Km6GlkCCmnrhK5ZmfOl3wbUk5cIfrHfwBQJ6aizm/mAAC5FOsWdaj24Ws49Wmb/zaV3ChGMZ/5WGH1TN2CA19dRNRPe/Msd+jcpFSSJ/HEc5GLNKe5KMxdSVj4emLXsTHJRy9jXtUV60bVuer7Ov7hsXjPHgWfmjrC8k9qYY5tm4Z5ljv0aImZuyPKqAQAVAkpurolYTk3fzQarF1t8JsxFImlgtB565Da2WDWoCaajGwUHk5k3Akn/XYYzr1bITWTEf37MTTpmWiyVaDVIrU0R2phhlOvViQfv4Y6I4uqbw/Ezr8GmQ9iUMalYN+yjq5GilSCuXfuGi6VSey2f7n1ykK0ag01Vk3DY/wA0q8G6ZMnAPF/H8fr3WFIbdahSc3AvLoXlrWqUvX90UjkMmxa1EWqMKP6l++Y8EyEh7Ro802euOJKCin44YcXXjSgATJkLGQhfenLEY4A4IILi1hk7LAFweBEDRQjKItj7paylJnMBKArXTnIQf26FaxgD3vYzW79siUsYQYz8rQjlB0pAYEkH7mAQ682BA74X67pNZ+FbQd/zJztqDJzFLYt65JxKxRzH49KP2ykMMnHLpH473mcB3XCumF1NFnZnHEfgDrp0V01icIMbbau27dDz1a4j+un+3KZpcSmdX2QSXF/tQ/ur/VFIjPt9OblwW1uY489brgVafusiDhOeQ3Wv3bo3gzXQZ3QKFV4ju+HzNLcoPElkog//tznPnWow3nOY0Xlu+NcGWlVKtID72Ph68GFdlNIuxIEgEQuo6Py4FP2zu0v/mIXuxjCEJ7n+dIIt0JJOnKBkJmrMPf1pOaaWchtrQiZuYoHSzfl2k5iJkOr1M1AWHPNLMyre3H3zaUoPJyps2We7kZEQgoKD2dTnEa5ErN5Pw8+34I6PROvd17C882BAJzx6K9PZskcbGiTsAdVchrn64zQ1QkCPN8eQvXlU8mOiCUrLAabFnUrbcKprMsmmw1s4BM+IYQQ/fIRjGAd6wqcmKILXTjMYQDe530+4RMjRJu/sng9ZigPz+11PkeB8b6vZ5PBGqZXyPe0MCKBYgRl8RdWhYolLCGSSGYxCy+88mzzgAdEE01TKv6Y3IpGk60kNSCQ8G//JO6XfQUN4y6U3N0J60bVSToQgJmXC+a+HljV86XGN+8itTBHnZqOVkul6oaccSeMxH1nsO/WAqs61XTLbodyvt7LoFYjUZjRMuIvpAo5px17o1Wpc+3v0LsNMktzfD+fjIWfF5psJeqUdMycRe+E0pZ+8z5n647Wv3YZ0okG2+aX2vGOc5z2POoxdoUrNCTvXXOh4lLGJ3PCeUCuZY0PLMOxW9FmBbnNbepRDzVqzDEnhBA8ELNDFUdKQCA3+s/UX7g/Xlej3u7PuTVsLupk3TBYt9f7k7TvDFn3o/B4cyDm1dyRWpnjMrQrckdbpBaGTbaWB2GLfyZy9d/I7G2QmMmwaVaH6l+/S+rZG1x5bmKubVtG/IXCw5mLTV4l7dIdACzr+9Ls2kYAsqMTSNx/FouaVbBr3cDo5yIUzwQm8AM/APA6rzODGUWq6RREEO/zPs448xmfmXR2z7J4PWYoIoFiXGIITyUlR/7UYUNVch5PSiGFz/kcM8yYzvQCs86C6UgVZti1a4Rdu0bw81y0ajWxfx7h/odrUWdm4TnxRWTmZqRfDyF+1wmUD2LzNqJSk3QgAABleCzK8FhST1zFulF1LGt7EzhoDlqVGpmTHVb1fam7bSFmLg667WMSUMYno/BwRm5fvqbC1mo0RG/YgyY1A/fx/fVDO2K2HuT26I/RZimR2dvQ7NZmFG6OZARHgFqXKNFmK4ndcgDPSYOo+eP7hC/fhiYlnYyb93Hs3Ya6fy1Gavboz65UYYZUJE9KTfrtMIJnr8bM2Z4ayyZi5uGkv4ByH9m9VI/dlKY0oQkXuUg72onioZWQ3MEGmxa1SQ141OU9aNZqlDGJOPdpQ82VUwu9255CCmp0f1uyyCKd9FKPuaKybVGXWj99wL1Z32FRqyreH75K7Kb9WDepiYWPhz55ApB5J4ys+7phP5HfbdcvD566AgCpow3Nrm3EzNkeTUYWMhvLctNrUKvR6BL7Gg1JRy+iUWuJ+XEX6cHhuI/uRVZQBLFb/0WbmYXM3obsiHisGvqRFhCYq520s4HYtqqHPOcz/yGJpTlSC91nZsNDK7jzxlLQaKixdrZ+G4WbI26jRG+q8uYa1/TP1aiL/JlWnepsYUtphSU8QYPUqEVkjXmsskQkUIRn9g7v8CM/Arpu6p/z+VP2EExNIpPhOqQrrkO65rs+8cBZEnafwqZNQ9LO3yT9ShBVZo4kZOYqUk9f1xd0A5BaWxK5+m80mdkAqKITSI5OIGLVn1SbO5Z7c9cQtnC9bltbKxr/txJr/1oARK7eTvyuU1SZPhz7Dk0AUKdloIxJ1M+k8Ky0Wq2u94dcjlatJjsyHoWHk/4LbVZYNKkBgdh18MfM2Z6sBzGoU9JJOhBA7LZDuLzUBc8pg1FnZBEy7WuSDp0nI/A+AKkXb1NrzSyywqK5PWqBvkeJOimVrJAIFG6OOHRthsRCgTbn/bCs5wuA28s9cXu5py5GlQqJXPy5NbbrIxeSFnATAIlCTvOA74lYvROrutVwebFDqR7bCitOc5r73McXX+Ti47bSkUilNDmygojVO4j57SjJx6+QmvPzGP7tXzj0aIFrIT+HzWjGAhbwF38xkpFUp7qxQq+QHJ9vhePzj2bZsv5UN3uLKiUdM09nlBFxSK0tqDpnNIGnruk/456kSUglwGug/rXc1QGX4d3RpGXg2Kctti3rErHqTyzrVMOhW3PUGdn6HouGpoxLQhkVj1V93SwnmswsotbsRGZnhesrvUg9f5M74xaj8HSm6gdjuDloDqqEFLRSICt3vbuQnJ/Nh1TxKQC65IlUkmfKZpmNJU792uExcSAJu05i7utBtQWv6wv7yh3tqLt1Yamct2B8c5nLKEZhiy3vUjaK29/hDimkiJ7ygtGJb3TlUAwxfMM3eOPNOMYhMfIUUo/PxhNJpFGPLZQOh+4tcejeEgDXl7rolzc89DVp52+CVELU939jUasq7q/1RZOaQfz2/3K1YeGj61oe+c3v+mWalHTi/jyKtX8t4ned4O4bumRbws4TtErYjSYxhUtt3kAZEYd5dS9s2zTAsrY38X8exbFfO7znjuXe+9+TfiMEjzcHErVuF9bN62DXqj7hK7aRuOuk7kASkNlYIVHIUcUlY1nfF2VMElq1Gq1SjSYlDYtaVfH76m0CX5yjr0UCkHz0IvY9WhK//SiR327PdU6Zt0J155GemWs4jn33Fti0qAuAVC7H/8wPRK3ZgU2r+jh0aZbn/RXJE+PTZGWT9lixwphf/6XW1+/gO3+s0WJQoKAmNY12PKHskVlZUHXqS2gys0k+fiXXuuuDPqTW99PwmtC/wP0/zHkIpUdua4V/wFqSDp3H7rlGWPh60uTyT1xs9TqaxLSn7q+KSSTy698AiF6/G4taVcm8qUvCIwG04PvFW1R5dxgAsX8eJezj9WTdj8LzrSFUm/vob1Lstn8JmfktlrW9dbVYHHVd4uP+OMLtcYuRWZlT86c5OHZvSdrVIK60n4Q6KRUr/5rI7W2QyGUk/XsOAGV0AqGf/Iw6MYX0S3fIDA5HGZ3w7G+QVEq1j8cTufJ3VCkZWDeugfPADrgM1c1+VmPV9GdvUyh3etKTWPLprWwiO9jBi7yIGjXzmc9c5po6JKESEd/qy6FhDOMQh/SvX+d1ox7/Mz4jllgUKJhP6dUQEExPZmmO3XONAbBr20i/3GvqUKyb1kIVl0Ta5buY+3riNqa3brvOTYn/86huQ7kM+24tAEg9/9jdLY2GrLsPSDl1DWVEHABZQeFkPVb4Nu3SHTJDIon9ZR8Aif+cAiDhicQNANpH0zgDZFwPybNJ5u0wYrcczJU80Z2kDKlCjkT2qBuixNwMMxcHqi0YB4Bl7Wr4Lp1E7K//4vRiR7zfH52rCetGNai+fGreuASjSzp5jcy7D7Dv1ATUGv1yUe1LMCXPCf1JOHCO9Ov3kCjkZN3T3Yi4/eYXZN2Lwu8T436OC7mZe7nkGlZiWcubWmtmcXPYR7q/IxJJ0f6IaDS5p6fP2SVu679UeXcY0b/s4/bLC/SrQz9ai+ekFzFzcUAZk8DNEfNArSErJILwr7ZRbb7uMyhk1reoE1NQJ6Zwo88Mmt3eQsKuE/pC5ek5tUZ4bEhYxs1Q1CmPEkASRdFmUZTYWGDdqAYyG0usGlTHeWAH7Ds1xXv2K0XaXxCehQYN4xnPAQ4wkYnMYlaR9tvJTv0Qx+1sFwmUHGIIj3GIBIoJqVHrq1nPZja1qKVfd4Ur/MiPtKY1wxiWa79QQvN9/jTXuc4GNtCWtrzAC8WOuyENOc3pYu8vVAz2nXRdJp0Hdc61vM6vC0jYcxpVQjJ27Rrpp0X2mjqUiBW/oYpNwrK+L9aNayAxkyO1skCTnvmoAZlU94VVJkMVk1jiOGXOdqjjknHs1w6XET10SRSlCueXuiCRy3Ae1AkLPy883xpCdlQCWfejqDbvNaxyhuI8VGX6SKpMH1nieITSE78/gCs9Z+gudKQS3Z3g4AhklubUWfc/U4cnVGJmTnb4H/gCgMgNe7k5JmcqT62W+59upOq0oZg5VZ4CfOWBy+AuuKge9cjUqtUkn75O5s37pF8LxszDiewHsUSv2wkSKYoqrrgM64rc3lpfL+Uh58GdAEi/GpRruZm7EzIbXcHHtMt3cyV9JYpHdVXM/TzJvB2mi0OpIuPmfRyeb0XogvW5Pj+l1hZIbSwxs7fBa9pwpNbmRCz/DZmtFXW3LSQ7PI74nceJ+OJXAGROdjj0bgNKFS7DumHbtgHmni6GePsEoUgOcpB1rANgNrMZy1jccc+1TQYZDGUoZzjD+7zPO7zDEIbwEz+RRRajGGWK0IVKTMzCYwQFVX1exSomMxnQFRw8z3lAN0OOF17EoLuL8R//5ZrNYTe7eYu38MabrWzFFdd8j5tCCkc5SmMa44EHValKNNFIkHCSk7SmdWmdcqm6z31+5mea0Yze9DZ1OMIz0KpUuholXi5IpLqsdea9SFJOXyNhx3EkCjMc+z1H0r4zOPRug7V/DS41G4cqPrnQdh36tcO2WR2sGviiVakJXbCejJv3sevoT/09y1Anp2Pm5ohEIiHzXiTqpFSsG4uhFRVJ2rVgrg36kIxbYbmW+x9ZjkNHfxNFJQh5PTk7j9zFnhZXfyR+1ylsGlfHNmd4oFB+Jew+SeK/57Hr4I9lDS+sGujq12SGRHC993Sy7kXi2K8d1RaO19dHUaWkc7n1eDJu3MOytjdNrv2MNGf4pzo1navdp5J6+jr2XZtT/5+lSM0VZD2IITssmuST10gLCMRj8iDs2uae7UuVkIzUxipXAXNBKCuucpUmNEGNGkccCSUUa6xzbfMLv/AyLwMgRUoGGShQEEEE6aRTgxpFOlZlmIVnNCuMPgvPBt6ukO9pYcRfUxNKJTXf50qUxBOvf/1knZHe9OYOdwptW42ajnTkIhdxwIHjHNePXdSi5QEPDHEKRneWs7ShDRp0d2n60pfFLBbTg5YTErkc86puuZZZ+Hhg4eOBa854agCXFzvqn7eO+wd1eiZZ4bFErfkbuaM9WqWSzOBwsiPiqDJtBI45w4T0+4/ogTo1Qz/Fsszy0UxRD2u1CGVfBhm8wzvc4x6f8AktaJHvdvH7znJ7ynL9HdqHpNYWWPgVrzixIJQWMyc7anwxmdBlv2JexYV6m+dytddMUi/eQSKX0fTkSpFEKecce7fFsXfbPMstfD1pduOXfPeR21rR5OJ6sh/EYF7NPdfMPjIbK/xPrc5TkNy8iivmVVyxLWQ64Id1VISyL4EEtrENM8yIIYZ73CORROyxpyENGctYLI14cWwoGWSgQZMnMQK6Xu3/8A+HOcwwhuW7jR9+SJCgRUs1qmGGbjiaJ7k/31WoOMIR/PATRbeFUiV6oBhBQRnPdNKZzGSCCWYRi2jLow/btaxlGctoTWt+4IdnnsEhhhjceHSh+gd/8IAHfMEXtKMd61lfLmeFsMOOFFLyLPfAg7OcpSpVTRCVIAilYQlL+B+6oTd1qcsNbuTZJuKHndyakHsmMM/JA7Gq7Y1D5ybYNC7anSlBMBWtSsVRRXd9vYwq775EzS8mmzYoQRCMrgY1CCKowPWjGMVGNhoxopI7zGH60Y9sstnEJoYwpFjt7GEPAQTwMi/ji2++2wxiEH/yJxZYcIxjNKd5rvWVoQfKy3xj9B4oG5lSId/TwpS/K+gKxAor/XTATxqX8yguV1wZwhB+4zfqUY/OdMYRR6YwpdhtmloqqfkmT0DXS6cd7XiZl3md10XmWRAqAHPM9c8tsMh3m5Szgblem3k4UWPpRGSW5vluLwhljUQuR+HhRHaEruepMqYYM6UIglBuHeUoH/JhockTgGtcM1JEz24rWwkkkPGMz9UzZDWrSUNXzHglK4udQOmV8yjMXvYCkEkmRziSJ4EiCIZSOUvnVhJb2UoYYVziEo44mjqcElOiLHR9KKEsYhF1qMNBDuqH+QiCUD5NYhLv8z6jGMVmNuuXJx27zMkqQzjlOwz7Tv76IowArkM6ieSJUO54vplT2F0qxeXFjkT9sp+z9cdwvvVE0p8YmiYIQsXRmMZ0ohNHOfrUbVvTmkwyn7qdsW1nO8MYxkd8RD/65Vr3eA3Hx5+XhoezkrrhxgAGPGVrQSg+MYTHCMpDl7FssjnDGWpRK0/167JkPONZw5oibeuFF4c5nGt2I0EQyr+Apq+TdlFXB8rlpc7U3zKX+H1n0aRl4vJiB32BYkEoT1LO3URma0X0Lwe4t+An/XK7dg1ocuwbJI9NUSsIQvkWSCAd6aifMKIwcuSoUAHwGq+xlrUlPn422bzLu9zkJvOYV6Lkxld8xbu8C4AjjrnqOAIc4QgZZDy1B4kh3OMeLrjkW0ulPFyPFdfDcxvJKqMP4dnEpAr5nhZGfMsUAF3XuA50oD71CSHkmfY9wxkCCXz6hgbwAz/wGq/pX7vjXmDX/nDCqU1t3uEdo8QmCELpi95yUJ88AUCjQSKV4tyrNa6DO4nkiVBu2Tavg1Vtb+J2nsy1PPnENcI+/9VEUQmCYGijGU096hWYPJEjpxrVWMc6TnKSV3hFv+4WtwwSwxrWsIpVHOQgIxlZorbGMpbudKcqVfmGb/Ks70QnoyRPAHzwyTd5IgiGJL5pCqSSyiEOARBPPCc4UeR95zKX1rSmAQ3YzvZnOm4iic+0/UOPT1fWi17c5S6rWFVgZfIVrOAud4t1LEEQTC/95n2itxxElZhC5I97cq1zGdSxgL0EoXxyH/18nmURP+7mSr9Z3F+yOdfyUEJJRjfNuwZNgXXCBEEoGwIJ5Gd+zrO8EY2YznTWshYlSu5xj7GMpQ1tmM50alMbL7xYwAKDxPF4jbHHnxeHPfbsZz+hhJY4GSOUjAap0f9VRpXzrIVcbLDhBXTjr6tQhc50LvK+O9kJ6L647SH3hc0lLjGa0SxhCVoejRRToqQ73XHEkV700ndLLKpZzGI1q1nGMlaxCi+8mMhE4ohjKUvpStdc25tjjj32z3QMQRDKhvTAe5z1H8eNEQs5XXMUNi1q69c59mqF2/CuhewtCOVP1XeG0DpkC/W2zUfuZAtAxo17xO86RfD/vidup+4mxzzmUY1q+ODDIQ5Rj3rYYcd0ppsyfEEQCpHfDJgtaMEhDrGUpbl6WT9Un/rc5CYPeEAXujzzMcMJ5xKXci0by1jmMY+RjOQP/njmNkuTGjUjGIETTsxkpqnDEYQ8RA0UIyiNMXcZZHCLW9ShTr5DWJQoeZM3CSCA//G/p2aENWi4yU2qUhVbbIscx8NxjxZYsItduZIXPvhwn/sAbGITIxgBwFnO0opW+u0ucIEmNCnyMYviB37gO76jFrV4m7dpRzuDti8IQunTarVc7PAWycev6pfZtqxLjeVvIZHLsGtZ14TRCULpi95ykBsjFuZa5jaqOxIzOaNnfM/Z+iEA9KUvu9gFgAQJSpTIkBk7XEEQCrCLXfzLvwxnOOc5z2d8hi22bGEL9ahX7HZDCCGGGFrSMt/1JzlJN7qRQQbv8R7LWJZnm1RSWcQiJEiYxSxssCl2PIbwL//SjW761/e4RzWqlbjdylADZTjfGb0GyhberJDvaWHENMblUDrptKUtl7lME5pwghN5hq/8xm+sYx2gyzIPZWi+We+HpEiL9Qd8KlN5kRexwgpXXPPEmd/zGtTAHXeiiMITT/zwe+bjPs34nIcgCOWPJluJMjYJrUqdK3kCoEpMxb5tAxNFJpQlGWRgjjnSCtyZ1rl/O+w7NyH5+FXMvd2wqudD9C8HAPh0qy8vPggly0HKC7zAfvaTTTataCWSJ4JQhlzhCgMYgAYNa1hDGGG8wRslbvcQh+hFL7LJZipT+ZIv82yzk51kkAHANrblm0CZxjRWsxrQDeVfxaoSx1aYZJJRoCiwhqEPPphjThZZuOCCE06lGk9FYuxhNWIIj1BuXOc6l7kMwEUucoMbebZxwUX/3BHHUv0y5YNPnuQJwGY205GOTGQioxmtX+6EEwEEsIUtBBAghtcIgqCnjEsioNFrnKoyhICGY5Fa5YzNlsuwblyD2j+I4QkCfM3X2GCDN97c5rapwyk1MmtLmhz6io7ZB2h9dxNOPR/dZTZL17Jj4QyucpXxjOcc59jCFg5wwIQRC4LwpGii0aABdMmDNNIM0u4e9pBNNgB/83e+2/Sjn/4m60u8lO82ccTpn8cSa5DYCrKGNTjiiCeeBBCQ7zY1qMFhDrOIRfzHfybvESMITxI9UMqhetSjLnUJJJB61KMOdfJs04MerGc9AQQwgQlIMP70h91zHvmpSlWGMazYbSeQgAJFiSptf8mX/MzP9Kc/85lf7HYEQTCM1CtBxGw7RMatUADUKbqea24v98D3ozFY1qxqyvCEMmQJS9CgIZxwfuZngxVWLOvcx/Tkztsr9K89k5yoja4uUANtAxpKGpoqNEEQCtCVrkxiEgc4wAQm4IGHQdodyEC+4RvSSS9wqH5b2nKHO8QSS2Ma57vNIhYRQwwSJCxikUFiK8gKVqBBQyKJrGc9LWiR73Ztch7Cs9EiMWqvEK0Jri/LApFAKWc0aJjDHGywYSELmcrUApMIY3Ie5Z0aNUtZShBB/I//cZjDTGAC1lizhz3Fqm8STDDv8R6gq8HSn/4F/hEXBMHwNGj4lm8JJZSpTEW57DBBM78HjRaJQo42+1Fxaef+7UTypBiOcIRTnGIYw/DF19ThGFRb2rKNbUiQ5KqpVdHJ7axxGdKJ2N+OIHe0xXfBWJQJKVzuMY20S3fxXfAa1WaPMnWYgiA8RoKElaw0eLttaUswwSSSqE+k5scr51GQWtTiCEcMHl9+OtKRK1wBoAMdCt02kkjiiKMBYtiuULaIBEo58xd/sZzlAFzmMjOYYeKISt8a1jCb2QAEEIAEiX66xp/4qVgJFCussMCCTDKRIcOOylP4SBDKgh/4gSlMAUD5wykGPDYyx8LHA+/Zo0i7fBfrRtVxG/rssw5Udhe5SDe6oUbNN3xDMMGF1sEqbzaykcEMphrVaEtbU4djVA22zSczJAIzdydkluaEfvErqeduARD8/g94TRmI3Lb4vTMFQSg/3HIeZV1IzuNLvqQ3vXHGudAeJic4QXe6k0EGs5hV6j1jKgpRA8U4KudZl2OPX+hbY13k2iZ/8Rcv8zJb2VpaoZWaZJL1z5NIyjXNcic6FatNd9zZyU7e4A3+4I9CM/eCIBheBBH659V/y8y1znlAOzzH9qbml1PwfK2PsUOrEO5yFzVqAMIIy1XIuyJQoGAYwypd8uQhC19PZJa6+kBpl4NyrYtYvdMUIQmCYCDXuMZrvMYSlqCl/E+Wep7z1Kc+XejCKEbRl75PHZ7zN3/ri9/+yq/GCFMQiqzi3I6qJLrRjR/4gVOcYgITinRHMYwwhjAEFSo2s5mmNKUWtYwQrWFMYhKXuEQwwSxmMe1pT0964oBDibpud8t5CIJgXBlB4bwwMxNnu65s+CKauq8MhX05BfDkMqq8Nci0AVYA/ehHX/pynONMY5roZVeB2TavQ9RPe/WvtSo1QXPWkHLyKjYt6lJ90XgkMjErjyCUFy/wAne5C4AnnrzCKyaOqGQOc1ifDPmHf4q0Tx/68BVfkUUWgxDfCYSyRSRQyqHXcx5FlU02KnT1BDRoyCTzKXuULdZYs5GNuZY9z/MmikYQhJK6NvAD0q4E0RjY7PAmNb+YTJxTO+J2nsR1SCcsfAxTYK8yM8ecnYieCJWB1+SBZMcmEb/rJPad/AlZ8BPa9CwAEg9dBI0Gv0/HI1WYmTZQQRCKJJXUfJ+XV/3pzyIWEUssr/FakfbpSEduc5tYYmlK01KOsOIQQ3iMQyRQKoHqVGclK9nCFgYykEY0MnVIgiBUUhn3o0i78mjIQdaDGACc+7TBuY+ouC8Iz0oileI3fyx+88cS++d/PPhiW671Ycu2kn4zlEY7RA0BQSgLIojgUz7FBRdmMxsFilzrf+EX5jGPutQtUsJBi5YMMrDCqrRCLpFa1CKIIGKIoTrVi7yfd85DEMoakUCpJCblPARBEIwt9u/jJJ+6jtvwLmgysnKts/GvWaw21ag5z3n88MMFF0OEKQjlnkP35tg0q03q+VvIHW1RJaQAEL/rJMcc+uIz5xW8Zww3cZSCULm9yqvsYx8AcuTMYU6u9c8yxDyccDrSkbvc5SM+Yh7zDB2uQdjmPITSJXqgGEflPGuhzMoiK1fxw5IKIIBznDNIW4IgPLvIn/dy7YU5hC76hXP+rxPy4Y/YtNAVbVZUcaHq28Ub2zyYwbSiFXWoox8rLgiVndzWiubnVtM+5R+anVuN3DHngkUL6qQ0gv73PeonkpiCIBhXIon5Pi+O3/hN/xn4GZ+VqC1BEIpGJFCEMiOZZJrRjJrUpBe9SpxE+ZqvaUlLWtCCb/nWQFGWjiyy+JIv+ZqvUaI0dTiCYBCx2//j5pjFuZYl7A+g5op3aJ+2h7ZhvyGzefYuxypU/MVfAMQTzyEOGSReQagoZDZWWPp5UmP5lFzLzb3dCByziKOWz3OpxzQ0SpWJIhSEyutbvqU97RnIQP7H/0rUVkta6mfkfNrMNoIgGIZIoAhlxilOcZ3rABzgAKGE5tlGg4ZRjMIWW97kzULb281u/fM97DFssAZWi1q8x3u8zdvUohZTmEIIIaYOSxCKJfz7vznbeCy3JiwDbe4pGOVOdljW8EJmZVHs9uXIGcxgAFxwEbNpCRXOIhbhiCN96FOiwu/uo3rgPXsUti3r4jG+Lz5zRxO77TDazGwSD5wj8qey/dkoCPnRouUUpzjBCbawhfGMpyUtqU516lOfz/nc1CEWqhnN+I//+JM/SzwEtS1tOctZNrFJFA4X9EN4jPmvMpJotdryP8F4GZecnIy9vT1JSUnY2YmpJAsSTTT++BNJJI1pzFnO5imsdZKTtKOd/vUNblCXuvm29yu/8jIvA7CFLfoLrrImhBD88Mt3XV3qspe9VKOakaMShGenjEtCnZHFaZ/hoNHkWufz0Rgsqnth36Exln6eJT6WBg2XuUw1quGEU4nbE4SyIo00bLDRv/6VXxnKUIO0HfnzXm6OflRM1qlfW1FcVih3RjOan/m50G0K+374LFJJ5V3eJZpoFrOYetQrcZtFkUYaUqRYYmmU41UGFfl67OG59ednzIxYTFhJOjt4pUK+p4WpnGkjoUxyw42JTMQNN+pRD2k+P57eeOurjDviiDvuBbY3jGGEEcYDHhQreTKDGfjjz0pWPvO+zyKd9ALXBRJIZzoTQkiJx8kKQmkK/nAtJ1xe4EKrN5GY565PXnXmCHznjcVjdE+DJE8ApEhpQhORPBEqHAss9ElzKVJqUMNgbbsN64qiyqM73tb1fdEoVVzpN4sTbgMJmb/eYMcSBEM7xjFa0OKpyRMZMoPNSLOEJaxhDX/zd5Gn4C2pP/gDJ5xwwYWDHCxwuyyyOMEJ4ok3SlxC2Sd6oBiHmIVHKDMSSWQe89Ci5Vd+ZSQjGcCAXNtUpSrHOc5BDtKHPjjiWGibhSVYCnOYw/ouoG/xFkMYUuy2nuZpU7oFE6zvodKGNhzhSJ6eOYJgSinnb3H/040AZEfE4/nmALJCo0m/fg+bJjXxeX+UiSMUhPJDhoyjHGULW2hNa5rT3GBtSxVmtLy2ntAlW5BaKPCeMYwrvWeSePA8APfmrceqvg9uL3Ux2DEFoaQOcIC3eZtAAtFSeMd5CRK+4iuD9dyVP3apJDfSZdNKVpKd81jN6nyHqWrQ0I1uHOc4HnhwnvN4YpgbFIIgFE4kUIQywxJLXHAhhhikSKlK1Xy3a5LzKE2OOCJBghYt1lhjQd56DckkE0kktaldomNZYMFf/MUIRhTaGwV0dWI60pE+9GEmM/ONSxBKgxYtv/EbGWQwilFkXA5B7mBDwv4Abr2+NNe2zgOew7l3axNFKgjlnw8+JS4uWRC5vQ1+n7wOgFat1idPHro3bz22zWqTdjkI+07+mDlVnm7ZQtlyjnPMZS7/8E+R99GiZS1rmcKUp29cBDOYQTzxRBHFQhYapM2naU97/uVf/fP8xBDDcY4DEEkkpznNQAYaJT6h7BLTGBtH5TxroUwyx5xDHOJ93mcHO2hGM5PF4o8/29jGRCayhz3YY59r/V3uUpOa1KEO4xiXa50GDR/zMWMYwzWuFel4AxhAGmn8wi9P3fY0p/mIj7DEklrUIomkop+YIBTTUpYylKGMYQzr3xnGOf9xnK4+gog1uYvWKaq44NTDcHfMBUEoPRKZDMderXItS78Zypmao7g26EMutJ2MOj3DRNEJlVUggdSmNi1oUWjyxAILXuEVMshgEY9q+WjQFLhPfiKJ5Bzn8u3dYokli1mMAgWjGMU+9j1T28Uxn/nsYQ+HOMRbvJXvNm640Z3ugC7h+hzPlXpcgiDoiCKyRvCsRYtucpPf+Z3OdM5VMFUoO77hG/2HmhlmZJOtX7eGNYxnPKArAnuDG0Vu9zjH9XcbvPFmJzv5nM/ZxrYCZ2JwwYUb3ChxJXdBKMwoRrGJTVS7YcX6Bi2R5nxymLnYo4xPAbS4jexO9cUTMK/iatJYBUEoOk22kqTjV0g5e5OojftIvxKcZxvHXq2o/9t85NaioKVQukIIoQY18k2COOJIe9rTiEZ8yIe5euFmkskMZnCf+yxkIY1pXKTjXeIS7WlPKqmMZSzrWJdnm5Ws1PdoccedSCKLeXb528lOVrOaznTmPd4r8n4qVAQSiC++uQpPVyb72IcUqT6ZVJjKUES2N5uNXkR2NyMq5HtaGDGEp4xJI432tCeWWBQouMKVEg8RqQxUqBjKUHayk9GMZg1rSvV4XeiCDTakkkpf+uZal8Gju3VPG5LzpOd4jh3sIIAAXuEValCDDWzge76nL30JIoj73M91lySWWM5xjp70LNlJCUIBEg6eY+IyWxrZNCXJIVufPAFQp2bQOngzaLVY+HiYLkhBEIpFqjDDsUszHLs0Q2puxt2p3+TZJmHPGU5XG0qLS2sxr+pmgiiFyuI0p/NNnnSmM//yLxIk+e5ngQVf83WuZRlkEEkkvvgWuN9e9pJKKgC/83u+CZTHeyE74FDUUymSFFIYwhCyyGIHO2hOczrRqUj7ypHTkIYGjac8+YRP+IAPAF0v2elMN3FEpieG8BiHSKCUMYkkEkssANlkc497IoFSBCc5yZ/8CcBa1jKTmaX6vjWgATe4QTDBtKVtrnUTmMAVrnCb2yxgwTO33S/n8ThLLPXjYa9znVa0Io00QFeEtiUti3kmglAwVWIK9z79hQcrfkebpaQtursLEktztBlZAFR5ezAW1UqnwLIgCMZV9Z0hWNWthjotE6t61QhoOh6ylACo4lOI330Gl0EdSNgfgE3zOljVyr9WmSAUV1e64oKL/ruwDz6c4AReeD1TO9FE04Y2BBPMS7zEVrbmu11vevMJn5BMMsMYlu82oxhFDDHc5Cbv8u6zndAzelqRXOGRoxzVP9/HPpFAEYxGJFDKEA0aPuMzXHEljTT605+udDV1WOWCH376HiGuuOJB6d8Jr5rzeJI55qxmdakdtz71SSWVbLK5wQ1qUKPSdt0USs+Dr//g/uJNZIfH5lln16IOtb6fhpmzHQq3wmfCEgzvBjeYy1y88GIxi7FEDKsQDMep56OaKN5ThxD62WbdC5kU29b1uND+LTIC7yNRmNHi6jrktdxZxSqkSHmTN8UsccIz2cpW/U2vrWzFFVdCCSWSSHzwKbDnyNMc5CDB6IajbWMbySRjR94hBo1oxB3uEEFEgcN+JEhKLXFiiy1b2aofwtOZzqVynIro8e/g97hnwkjKDtEDxThEAqUM2cteffdDKVK+4ztkyEwcVflQlaqc5CSHOUxveuf7IVnRKFDgj7+pwxAqEFVSKjIbS2J+P8qdt1fkWmfm4Yg6KQ2Q4D1zONb1fEwTpMAYxnCWswB44MFsZps4IqGi8vt4HDJrS1LO3aLanFEoPJzICLwPgDZbSeDLn7DhtAXLWQ5aCJWEspSlT2lVEB6ZwhRiiOEe91jLWqYxDQss8MW3RO22oQ0OOJBIIm1piy22BW7rmvMwlQE5j7IuiSQOcIAmNKEGNUwdDn746Z+LWSkFYxIJlDLEGWf9c1tsMce8xG0uZSmXuMS7vEtzijczxkUuMohBZJPNFrYUOKWaqTXMeVQk2WRzn/v44otc/LoKpejW5K+IWLUdi5pV8Hyjf651MltLmp3+DvOqrqDRMEc+l6/oTkc6sp3t4ouLkT1eH+BZZ5sQhGchkcvx+XB07mXmZmhzhvVk3IvC/aM0/vqmHeYZUo4vv05ODXW9CCJQoMj1HUcQHqpGNWKI0T83FD/8uMpVrnOd9rQvdk8WQUeDho505DKXscGGC1ygJjWfuZ0kkpjOdJJIYjGLqU71Ysc0lakEEUQYYSxmcbHbEYRnVTn73ZRRrWjFFrYwiUnsY1+Ju2VvYxszmckv/EJ/+j99hwJ8xmcEE8wDHjCHOSWKSSjcVrbihhstaMFd7tKKVtSiFl3pihJlsdv9mI+pQhXGMAY1agNGLJQXgxiEHXY0pCETmcgDHujXxfx9jIhV2wHIvPMAmZUFTv3agkwKMim1Vr6LRTV3JFIpCfJkFrGIDDLYy172sMdEZ1R5/cRPDGQgk5hU6uPxBeGh61wniiiqvDNYv8yyhhftFmRjH2+GRYaMbhPSuPnaZ/r1q1mNF1644cYYxnCe8wCoUbOJTWxjm6j5UMntYAcf8RG/8Asv8ZJB265CFXrQQwxzNIBEErnMZQBSSeUiF4vVzkIWsoY1bGMbb/JmiWKywYZ1rGMf+2hGsxK1VVFokeiH8Rjjn7aSJibFLe0yZljOwxAenw3m8efPqg519M+PcYwd7ChRQkYo2ExmEpPz+JiPucQlAP7jP+5wh3rUe+Y2I4nkQz4EYAMbGMlIMWNPJRJGGP3op/9ZusY10q8G89ybgTTQ1KfGV5O5+07uWTdsm9WiyqSBaLKVaFVqZFaPepjYYos33oQSihlm1KKWUc9H0BWxflg0WxCM4X/8jyUswQor/v3sX1q82huJVELw+2tIeWLbyB93E7XpAGZOduzYEQLNdXevN+Q8HHGkK135nd8B3Uwa7/O+0c9JKBs88WQe80wdhlCIm9zkNrcZxSh+4Rca0rBI0wbn5/GeQKJXkFBeiR4oFdhIRvI2b9OZzvzKr8VuZy5z9TPaaNCUqC2hcI/PHNSWtnjjDUBd6hZ7PLAttvqu03Lk+Ra+FSqOFFJ4j/cYzWg2sYnneE6fPAFosc+R1c2a431cS/LJa1xoOxmZ5aOij+Y+7ti1aQDopjd9PHkCYIYZxzjGV3zFf/xHA3TbrmUtDWnIBCaIXk6CUA79yI+MZSz/8V+edVvYAkA66fzN31jX88GqTjV8PnwFy9reyN0ckZg9uienzVKSHRHHyA89+KZNE5Z1a4xNgm59Agn65AnohglnklnKZyeUZ8kkM4EJDGEId7lr6nAqlXOcwx9/+tOf2JzHRS4WezrnD/mQCUxgKEP5ju8MG6xg1N4nxi5YW5ZItFqt6DtZypKTk7G3tycpKQk7u/JZ3HQpS5nJTCRI+IVfGMEIU4dUISWSyFrW4oMPQxhCHHFc5CItaIE99sVu9ypX2cpWOtGJbnQzYMRCWZBJJhZYcJWrNKNZnuFejf6z5703aqHIkmCRJsM5Knd9JfdXe4FEV++gxldTkFs9W02TNNKwx16fOPmTPxnIwBKdkyCUd7e4hQce5aKo+XGO6+ub2WJLJJFYYaVfP5WpLGc5Fliwn/351kLLuBPG+ZZvokpM1S+TO9uhiksGINw3g5HBZ/Ls54cfwQQzmtH8xE/EEos99phhZujTFMqpWcziM3RDw7rQhX/518QRVR5f8zVv8zagm7wgiywTR1R8FeF6rCAPz60rfyDH2mjHVZHGvwyqkO9pYcQQHqFIZjCD7nTHAotiDSN5mmtc43/8D1dcWc7ycvGFszQ44MA0pulfO+NskIRHRSywW9mFEsoylrGNbYQTrp9t4CGbeBnvj66Hc6QCqyQZ3nes8m1HojDDfVR3HLu3KHYsChQ44EAccQC44VbstgShIpjABH7gB1xx5QQnilVs0ZhSHhuIk0EGKlS51n/FV7zCK7jhpu8Z+STLmlVptO9z7i/eBFoNrkO7cHvyV/r1niEWWGaZgVLNuA/8sEqWsW5hCMFVdFPNbmADxzhGEEFIkTKPefrhp4Lw0NOGfWjRcp/7uONeqQqc/8qvLGQh/vizjnUGmYgC4AVeYAlLCCOMKUwxSJuCUN6JHihGUJEznobSjnac5CQAc5jDx3xs4ogEoWxSo+YVXuFXfi1wBhaLNCm/ebXBJll3B1djBtLHOqXIHWyo9e27WDWqjpm9NeZVS57wuMAF1rOetrRlOMNL3J4glGfmmJNNNgDLWa6/g1tWadEyi1kc5SiTmczLvGyQdkM+3sC9D9cBILWxJDTpZe4P+Iy2u5wASHJS8vLtM6Q4qfLdvze9GcYwxjDGIPEIZY8GDRFE4I57gbMNppDCTGYSTzyLWFTozC0jGMEWtuCHHyc5iTvupRV6maFFiw02pJMO6IbUvsZrBms/m2wSSSz3N0cq8vXYw3PrzHaj90A5zMAK+Z4WRvRAEcqExz80FSgK2bJiSicdOfJKee5C0ShR0pzmXOFKnnVNDzgwfo4fYbUzWPb9LWqft9UnTwAUtnZ4TuhHwt6zgBa/xW/g9HxLg8bXNOchCAL0ox9/8AfWWNOFLqYO56kkSPRDJAzJ94PRWFRxIenUdaq+M4QOUl+O7F0HOcP97OPNmDDLD0WmlJqXbLjcIYkVK+6gzRlWvzvnsY1tLGNZrqL2QvmnQcMABrCLXfjjz3/8hy22ebazxZZv+fap7aWSqq/XE0wwBznISEYaPO6y5hrXctURMnTSSIGi3CdPBMGQRA8UI6jIGU9D6UlP9rEPBQpOcapSXYj9wi+8yqvYYMNe9tKKVqYOyei0aPmar4khhslMxgEHzDEXFdof83BIAIBEg/4Co9oNK9Y3aIFUq3uvsj7pQO3Jo7jnPAnUuh4qtX+cheervUwStyBURipUnOQkfvhVqMLdmWRyi1vUpnahwyM2spGDHGQ0o/MkkE5XH05mcGSB+2ZYqbjdLJV1C0IIbJVCpvWjnnYjGMEGNhTYU0EoX0IIwQ8//eu97OV5ni9Rm8/xHCc4gR12nOc8NahR0jDLvPd5n0UsAnRDv2OJNXFEZVNFvh57eG4d+dvoPVCOMqBCvqeFqVClc+Pj4xk1ahR2dnY4ODgwbtw4UlNTC90nMzOTyZMn4+zsjI2NDYMHDyYqKirfbePi4qhatSoSiYTExMRSOIPKSYuWgxwEdN0ET3HKxBEZ15d8iQoViSSyhjWFbhtHHGmkFbqNGjWTmUwrWrGVrYYMtdS8wiu8wzt8zMd44okllkiR4oUXL/ACCSSYOkSTSyYZzyALhi6rwm7r9uyya8fs0XUY+k01ffIEoOpVBb72dWl6YiVur/Sg7qYP8Hy1Fyc4wRKWEESQCc9CECoHOXI60KFCJU/SSacNbfDHn7a0JYOMfLc7xzle4RXWs55+9COJpFzrGx/8Eq8pA3EZ1BH3MT3z7G+ZLqfxMQe+6tqE71s0wzxd91XVPsaMrarN/MEfhj+5cuQQh1CgQIIEGTKssEKKFHPMscee+tTnNKdNHWaReOKpr6vngguNaVziNg9wgH3s4xrXKkXyBKA97ZHmXNL1pa+JoxGEwh09epT+/fvj5eWFRCJh+/btT90nKyuLOXPm4OPjg7m5Ob6+vqxbt670gy1AhUrhjxo1ioiICPbv349SqWTs2LFMmDCBTZs2FbjPu+++y65du9i2bRv29vZMmTKFQYMGcfz48Tzbjhs3jsaNG/PgwYPSPI1KR4KEkYzkZ37GFdcS330ob57jOc5xDtDVginIKlYxhSnYYss+9tGa1vlu9wd/sIpVAIxmNC/yYpmfzeA3fst3eQQR/M3f1Kc+E5nIPvbhiiuf8An1qW/kKE1DGZtI5Po9fHi7KVFrIpBpcpIlmTJ6/uyBspYdkKzf3m14VwDsWtXDbsMcAK5znc50RomS5SwniKACC8yd5jQf8zG1qc1iFpf5nx1BEIzjOtf1U6Jf5CI3uEEzmuXZLpVHN64yydTXgnnI0s+TWl9PBUAZn0z69XukXrqDbYs6ZNyLRPkgTr+tT6A1PjesGPR1FXr95EF01UycAyyoBGUtcrnMZfrSl2iiUaHS17/SoNEnsrJzHskk8x7vcZy832PLGnPMOcEJjnOcpjTFA48St2mJJT3oYYDoyo8+9CGAAB7wgN70NnU4ggkZe2rh4hwrLS0Nf39/XnvtNQYNGlSkfYYOHUpUVBRr166lZs2aREREoNHkXwfQGCrMEJ4bN25Qv359zp49S4sWutkk9uzZQ58+fQgLC8PLyyvPPklJSbi6urJp0yaGDBkCQGBgIPXq1ePkyZO0adNGv+23337Lr7/+yty5c+nWrRsJCQk4ODgUKbaK3GXMULRoCSQQL7xKNF1veaRBw0528ju/c5GLjGIUM5mZZ7tGNOIqVwGYwhS+5ut829vHPnqiu6vnggtRROnvTJRVVahCOOFF3t4MM1awggwykCPX97qpCBf7mswsIn7YhdTaAo9Xe3HhuSmknLpe4PbmPu7cWlET2S/XaDJoBA2GDcuzzU520p/++tfRROOKa77t+eLLPe4B8B3f8QZvlPCMBEGoCFJJpQUtuMlN6lGPs5zFuoCu4h/yIQc4wAQmMJaxRT5GVkQcAc1eRxWp63UY7pfBW8cu8HuVRzcXbNvWp9kJ3U2CmD+Ook7NwH1kNyTyinFP8CQn+ZRPCSMMCyw4wxmkSPPMjFSYIQxhG9sMFtNhDqNAUehNHkPTouUqV6lKVRxxLHA7FSoiicQLrzL/XUcwrYp8Pfbw3Nqz0+hDeI7Rr9jvqUQi4c8//2TgwIEFbrNnzx6GDx9OUFAQTk5OJYjWcCrGpw1w8uRJHBwc9MkTgO7duyOVSjl9+jQvvvhinn3OnTuHUqmke/fu+mV169alWrVquRIo169fZ8GCBZw+fZqgoKd3f8/KyiIr69E86cnJyYVsLYCuF0ppTI9cHkiRUoUqbGADoLvTNJjBebqedqELV7mKBAmd6FRge8/zPKtZzVnO8gZvlOgLxTnO4YILPvgUu42iOMtZqlClyNsrUTKRibmWTWc63/ANb/KmocMzmtQrQVzpO4vs0GgAlFEJZNwMzbOd85BOZD+IQZOWRfWlb9Lm+ZYwIPc2SpR8zMeEEsoMZvACL3CYw0xhSoHJE8g9RaT4MioIwkM22HCWs1zlKo1oVGDyBGBhzuNZmXs60/LCGsJ/2MkHdgvZNiGYbAsNag9LZJG6nhZZwZFkRydwscPbZNzS/X0MmbOGmivexuXFDsU7ORPLIINudNPPRvikgmZce5IECVOZylzmGiy2T/iED/gA0PWEffKzt7S8zMtsYhMuuHCKU/kOx0knnU50IoAAutGNPewR9XEEwQSevNY1NzfH3NwwU2n//ffftGjRgiVLlvDzzz9jbW3NgAEDWLhwIZaWlgY5xrOqMH9lIiMjcXPLXSFaLpfj5OREZGT+xcoiIyNRKBR5epK4u7vr98nKymLEiBEsXbqUatWqFSmBsmjRIubPn59nuVajIfrXf5FIpbgM6YREIiFu10k0KjWuL7Qn/VYoadeCsfGviWV1L6I2HQCpFLdhXZBIchfTTDx6ibRrIbi+1AmFiwNJp6+jjErAvkNjJFIJCQfPY9NE1w5AdnQCqsRUrGp7PzV+wfjssUeGDDVqLLDABps82yxnOf3ohwsu+Xabftz4nEdJTGc6y1iGAgV72UtnOpeovcJ44cV1rrOEJVzhCo1oxAY2oEGj72GipfDOcmrUTGQi1aleLoaBpVy4xe2JX5J1Lwrv2SNxer4l51tMQJv96C5jeuB9aiybxK2JX6DNUiK1NKfupg9wHfj0i4SVrGQBCwC4ylXOcKZIcf3Gb3zCJ9ShjkGnQRQEofyzxZa2tC3VYyg8nPH9cAyv4U0Mn9GEJjTf+SpXu89AlZiK9/9GEPr5r/rkCUBWWAzXh87D2r8G6TfuYd24Bo3++QxVfDJyJzvMHPPO7FKWbGZzgcmTJ0mQoEWLBAltaUs44YQQol83i1k44GCw2A5xKNdzYyRQtGj1s+nEEst+9uebQAnIeQAc5CC3uV1pb8aVdeqMLJTRCVj4eKDVasm8HwVqNRY+HiCVErv9GDJrC+zbNyJi9Q7kjra4j+6JRCIh5dxNEo9cwm1kd8wcrEk8egl1SgaOPVqQGRxB0rErOPdvh0U1d9Jv3ifxyCWcnm8BMhlpl+9i26I2CndnUi7fNfXbUOpMNYTH2zv39eVHH33EvHnzDHKMoKAgjh07hoWFBX/++SexsbFMmjSJuLg4fvzxR4Mc41mV+QTKrFmz+OyzwqfWu3HjRqkdf/bs2dSrV4+XX375mfZ577339K+Tk5Px9vYmaOZ3JP+wBwCLGlVwHdqF0EUbAZBaKNBk5owTloDU0hxNuq4XS+KhC5g5WBP6+VYkUgnuY3oSufYfAO5M/gqptTmaVN30ZWZezmjSs1AnpoIE6m6ei8LFnss9Z4Bag3UjP+zaNCB622HMXB3w+eAVMkOjiPvrBLbNa+Pz4WgiftiJeVVXPF7rg0QiQaNUoYpPRuFeNrpNVUQ1qclf/MU//MNgBuc7BZ0EiVETA9vZDujGVf/DP6WaQAGoRz1+RPeH8CIXWc96QNc99wIXuM99IojgYz4mjDDkyPPt0pxCSqnGWVxxu0+TcjYQh85NUCWmcu3FDyFn/Obdd74h+/1RuZInSKDKtKHYNq6B+6u9SAm4iXkVF8y9XIp0vMeLDT+t8PDjmtO80hdpFATB9LrmPABoDu1itqPJzEZmY0Xosl/zbK9VqUk9dwuAlFPXuT5sHon7z4FUgvsrz1N3/Wxjhp8vDRpWsIL73Gca0/Q9LwsrNuyCC8MYRk964oADjWiEGjXOOAO6JEJLdNPSS5EafPa6N3iDoxxFjpxxjDNo2wWRIOEFXuBP/sQe+wKnAq9PfTzxJIIIalKz1HvLGoIWLUkkGTTJZQoZQeGkBNzEsWtTpNaW3F+0kbRLd3Ed1pX0W6GELt6Ewt2RJse+QZOZxTn/19FkZKGo5oZlzSok/XsBADN3R5QJKZDz/ce6cQ3SchIdd95aQZ11M7k+dB5oIWjaKiQ2Fmhzrnnkznao4nQ9H4Jmrabhjk+53PU90GpBLgWZDLKUAEitLUhJK3xiEaH4QkNDcw3hMVTvEwCNRoNEIuGXX37B3l5X5uGLL75gyJAhrFq1yiS9UMp8DZSYmBji4uIK3aZ69eps3LiRadOmkZDwaLYOlUqFhYUF27Zty3cIz7///ptvPRMfHx+mTp3Ku+++S5MmTbhy5Yq+B4hWq0Wj0SCTyZgzZ06+PU2e9HBc2n6P/phFPuriZO7rQVZIwVP5FbidTKqfnvRpLGpVReHuSPKxK0Xb3teDzJxjSRRyGvw2n9tvf01WSCRm7o54jO1F6oU7qFPSqfreUOw7NCb8u7+xa1sfpx66D/CssGhkNpbIHUx/x+ckJxnJSBQo2MY2g1R4ryzmMpeFLMQKK/azP9+xzyGEMIxhJJLIWtbSnva51n/Lt/zKrwxmMG/x1jMd/13e5Td+YyhDWcayPMd1w40kkpjKVG5yEylSOtCBL/myyENPMsnkMpepQx2D197JuBNGxLrdJB48h3lVV2L/+E+/TmplgSY9M9f2nhMHkHruNilnbmBRw4vaq6fj2LXwnkaFSSWVyUwmlFAWs7hSTo9dGWjREkQQWrRUp7oYdiVUGHe5y2AGk0QS61mfa+iqVq0mbPnvKKMTkNpakbDnTJ7vOTJHG9QJjy6Y6m76EPcR3Ui9EkTIB2uQO9pR8+u3kNsar17At3zLJCYBugLyxzimX7eOdSxkITHE6HthppGGP/5PTYp8wzfsZS9jGMMQhhQ5nvOcxxHHXFMJP+ke9zjIQTrTmepUL3LbJaVGTQAB+OKb702lh6KI4hznaEvbQmullAVZZPE8z3OUo/SjH9vZjgyZSWPSqtVIZLoYUq8Gk349BNtWdUk9f5v7i3/Bur4vtVa9S9TG/YSv/BOr+r64jezOtYFzQJNzCSmVPHougcc7DNu0qIOFnyex2w4XKR6ppQJNxqPC07btG5Jy7GqR9nXo2ZLEvWcLXJ+Gir4cr9A1UNqwx+g1UE7Rq1RroIwZM4bjx49z584d/bKHtU9v3bpFrVq1ihN6iZT5BEpRPXwjAwICaN68OQD79u2jV69eTy0iu3nzZgYPHgzAzZs3qVu3rr4Gyt27d8nIeDRV39mzZ3nttdc4ceIENWrUyDNsKD8Pf6hPDZpF5h+PumhWnTGcsKVbnrq/z4KxhK/cjjJKlxyy8PNEGZOIOjXvFILm1dzIuh+tf+3yUmfMnO2I+O7vpx4HdBlaTdqjCzurej6k37hX8A4SiS7TC9TdMpekwxd1x5JK8J4xnPi9Z9GqNfi8/zIyB2vid53C/rmGuAxsT8LB81jV8caypu7Oi0apQiKTIpEa7gKgJz3Zxz4AhjOczWwudlsPeEAYYbSilcHv8JRVgQTiiGOBX14mMYlv+RaANrTJ1QX5NrepTW3962tcK1Mz5yhR0p72nOEMvvhyjnM4UbxeVhl3wojdfgz7Do2xa12f1Iu3OdfijUITnRIzOVql7o6L1NKcxvuWYt++MZpsJVJF+S+GKxjHIAbxJ38C0JnOHOCAyb+QC4IhvMEbrGY1AG1pywlOFLp98Jw1xO8PwLJmFTxe7UXEmp3EbjuiX+/76Xh8Zo/iTO2XybgdBoDcxY42wVuQWJoTs+kgmqxs3Mf0QmpWOh20F7CAj/gIgNrU5iY3DX6MFFKwxPKptUA+4AM+4RPMMGMHO/TF5x8XQQQNaEACCfjhxzWuYYnh7vZq0TKf+ZzhDO/wTr4xlBXb2MY3fMNzPMcnfFKs74HHOZ7rRlNpfS9SJaehyVKicHUg6cQV4nefwbF7c+J2niTm139xfrEDtZa/zZW+s4j/5xQSczOsm9Yg9VSgroEnbtR6jOuj7/kOYFm3GhmB94sUi0Udb9xHduPeR+v1y5681tCTSPAY24vIdbv1i3zmjyV0yeb8t38sTqmVOdWXvMmdKcsfNWeuQJv1KBkjEiiGZ4wEyurVq5k6dSrR0dHY2OhKHPz1118MGjSI1NRUk/RAKfNDeIqqXr169OrVi/Hjx/Pdd9+hVCqZMmUKw4cP1ydPHjx4QLdu3diwYQOtWrXC3t6ecePG8d577+Hk5ISdnR1vvfUWbdu21ReQrVEj95jL2NhY/fGKOgvPQ3W+m0aM92ZSAm7i/d5LuA7qhHO/NoR99TsKVwc8Xu+LKjkNhZsj0ZsPkhkSgdekgTi0b4zHq725t+AnpAozfOaORu7qQOL+AJJPXEWdlolt6/ooPJywa12PyJ/2ErFmJ7bN61Dj84lI5DLUqRnE7z6Nha8HVd4ZTOS63ahT08kMikAVnwISCZa1quL5Rn+Cpq3Sx2zTvDbpN0P1Qw3yeCz/FvPrYeK259xl12gJ/exRsuLGiAX65+Hf/JmrV41jn9a4j+pB4OhFSKQSXF5sDxJIDwzFuW8bqk4fzv3Fv6BOzaTGZxOQ2VjlCUMZl4Tc0TZP8qUWtfQJlFoUP0N5jnN0pCPppDOWsazDdHOPF+Y2txnGMFJJZT3rS1wxvy51C11fjWr5PgdQoNDXdZEiRYGiRLEYWiih+rogIYRwjnNFmvowIziCjFuhOHRugtRcQdyuk1zt/35Ol1EZLa+tJ/nk9TzJE9vW9Ui9eEdXy8TKgoY7F2Hh7YpELkNma4WZsz1q1AQpQqhGtQKnGS6OJJL4mq9xxllfWPgQh3DAgaY0NdhxBONKIEGfPAHdTBnBBFOTmiaMSqjs1rOev/mbEYzgJV7Kd5tznCOQQF7ghXxrfgG5al4UpeeD3yev4/fJ6/rXjj1acD74TVIDbmLu407Vd3Q3yrIiHvVqVsUmEzRnDeErt+v/ZgfNWo11o+pUnT4MdVIazv3bIbfN+72jON7iLc5xjvvc5wu+MEibj1vGMmYwAw88OMKRQr/3PBymq0TJLnblm7y4wQ0S0N28CyaYcMLzrUVSXDvYwXx0PbmPcpQEEsrkbHpppDGKUShRcpSjdKBDsaYLrk1tXHAhlli88c71vUmr0eT6DpsZGoU6KQ3rhtVRxiUR9fM+NJlKXAY+R9D7a8i4FUq1/43AZXAnzreaSPr1EKwa+iKzttTP3CexNEeboSsHcP/TjfpeIuEr/kBqZUH8P6d0x85SPkqeQJ7vL8r43AVCZTaWIJeBSp1ruUQhx31ML5IOXyTjdhhSSwV1vnsP+47+KKMSifntMJa1q1Jz+dukXQvRnef9KNIv3cWqoR/uo5/H0tcT54EdiFz7Dw7dmlJlyiCqzRpJ1C/7ST51A9tmtbBuVB25sx2ajCzCvtiG1FKB79wxmFfRFciP2XYY54Ht8XytD/H7Aki7dIeM22HYudnC12V/eu+KLjU1NVdvkuDgYC5evIiTkxPVqlVj9uzZPHjwgA0bdJNrjBw5koULFzJ27Fjmz59PbGwsM2bM4LXXXjNZEdkK0wMFID4+nilTprBjxw6kUimDBw9mxYoV+mxVSEgIfn5+HDp0iM6dOwOQmZnJtGnT2Lx5M1lZWfTs2ZNVq1bh4ZH/XPSHDx+mS5cuFWYaY3VaBtlRCfpiswBJJ67y4Js/sfGvgfe0oSQeu8Ldd1eScTsMicIMmY0F6pQMLGtWITXg0d2TRnuXcKXPrCIPL3qcwsuZ7PAChmo9lmG2rO1N471LuNR9Oln3IrFpUQdzbzditx1GZmeFc/92qDOzSb9+D6uaVfBZNZmt93/A+Zcw2vUcg9sAXfFNZUIKqrgkfe+Xp1nMYmajGz9tiy2HOERzmj/zeZa2cYzTJ3c60pEjHHnKHiWjRs33fE8iibzFW9iSe9jW7/zOb/zGQAYyjLzT65qSChUd6chJTlKDGpzlbL7df5NPXQOpFImZnDtvLdclRzQaZHZW1Fo5lbvvrUIZk6jfvtGeJVg38OV0jZH6miZVpw2lxueT0ChVJP13GcsaXrrCaY9Ro6YnPTnIQepTnxOcMNiwosd7KSxjGVFEsYQlSJCwmc3P9H+TTTbnOU8taqFCxV3u0opWYuYDE9CgoTnNuchFQHeReY1rWGBh2sCEck+NmnDC8cTzmX63r3GNRjRCixYZMkIIyVPf4wQn6EhH1KjpRCcOczjftjRoWMc6kkhiIhOxonhJDE1WNlLzRwn8wLGLiVqvq0cnsVAgt7XK9Tf8Sbat6lH359ncGPkxUgsFDX6bj8LDuVixlDYvvIggAoB5zNP3dsnPp3zKHOZggQW72Z1vnbPHZwd6kRf5jd8MOkxwJzvpT39AN8tTAgll8rMkk0xccSUV3ZCwQxwqUl24h8NjtGo1iUcukX49hLSWDlxNv4j3kntIYzLwfv9lQhdtJDXgFmbujjQ5/BXx+wO4+/bXAEjMzUAL2mxdLQ+k0kc3NSUSPCf0I+L7Hc98To5925C47yxapTrPOomZTL/czMOJVjd/JmTuOiLX78HM1YGGf32Cmas9SUcukR2TiEQiwfWlzrluZGqUqlLryVVcZfl6rKQenlsr9hm9B8oZnn+m9/ThtfSTxowZw/r163n11VcJCQnh8OHD+nWBgYG89dZbHD9+HGdnZ4YOHcrHH38sEigVWUX+hY3e+i+pF+/i8WovrGp7E7vzBLfGLUGr0eI9exSx2w6TdvEOmiylvreKxFyBmYs92Q9idI1IJdi1rk/yyWtPPZ7U0hy3kd1ydSUszJPdDKsvm4Rj9+acb/Um2iwlCk8nvGeNJObXw2g1GrxnjsCpR3NSLgeRFRSOy6COyKwsuMIV2tOeZB5l4deznjGMeYZ3q/Q93j14NKP5iZ9MHJHhKFFihhmBBPIGb6BAwRrWlKhoXBZZ3OAGNampvwuafPoawXPWYVnTC3NfD0Jm/6Db+PExvjkkchlmHk5kh+l+lmV2VrSL/RupmZysyDiiN+7Hrl1D7Ns1fGoswQTnusu6l70GKxrcghac4xwAb/M2xzjGec4DMIEJfM/3RWpHi5ZudOMQh3DCCTVqkkiiN735h6L9TgqGlUYaf/EXatT0p3+5L0womJ4SJc/zPIc5TCta8RzPcZe7fMiHtKBFofte5jL++AO6gqbBBOfpnfg1X/M2bwNggQUZ5B2OXBw72MFP/EQPevAGbxS4nVatJvy7v4m5HciDaT54TgggZY/u7+HjF456Uilmrvb6YdQyWyvaRv6BzMqCoP99R/LZm7gMbE+VKS8adAhycbzES/okxz/889QhMbe4hR12eJD/TUMo/aKni1nMaU7zFm89KhpcBihRsolN2GPPQAZyhCP8wA88x3NMZCIJBwKQ2Vlj07QWt974nNRLd/GeOQL3YV2JPxDA1T7/Q6tUY9OsFnInOxIP6D6Dn6wR8vhwXtAVRjVzdSjyEBnPyQOJWLn90QIzOSjzFti3aVmX9FuhaJLSQCqh8d6lSK0tuDVuKaqUNNxG9cCxazPMHG0w9/Eg+eQ1zL3dsGlS0+Q/14ZSka/HylMCpSIQCRQjqMi/sEWVfjuM7Acx2DSvhczaClVSGjdfX0J2eBy+C8dh/1wDLvecQcrZm0hkUqzq+ZBxOwyZlQXZUfH6C9eq04YitTTn/sc/69s2c3dCGRWf73GltlZoUtL1r+06NsayhhdRP+4pONjHLpTlLvZUnTqEews3IFHIudQ5mfnfBmAbb8bbmzozsvl03IZ0RqtWo0pKw8zJtP+/D3uEPCwgam3EP6KlJZFEutGNC1xgBjO4znV2shN49iSRMiEFqYUCmaU5quQ0rg2ZS9qVYDxf74vfwnGkXQ8hoPFr+h5PFjWrkHnnQYHtyeyt8T/8FYEjP0ZiJqfhrkVYVC28LlI00WSSmeeiIptsWtKSy1zGE08uchE3nl5jqSgOc5gJTMAFF37lV/7hHyYxCUss2c1uOvD0aZFB939RUJG+bLLLZNdroXJKIIEpTCGRRJax7KnDEYVHrnAl34LrvvgSTPBT91/JSv7mb0YyMt+bDBFE0IlO3OY285nPXOaWOOZ44vHEk2x09Q7OcEY/M01+QgnFH38SSKB5WiO2b/4Y6+pVsWlSk6CZ3+lqMOR8Pa46YzgPvv4DbeajWgr+R5YT8cNOojfu1y9z6N4cyxpeJBw4h2V1Lzxe6406PQv75xpiWcMLifzpd+O1aIkjDiecitXTI5tsdrADH3yemuwSctOqVPr/o4ygcD7ImsUX9X5GkSlh6+sv47ovGZm9NZa1qpJ8/CrqZN3sdhY1vMi8G65vp3XIFq70nUV6zhCVp5FaPZp1EwCFnKpTXiTsi215tpUozJBZW6BK0M026PZyd2p9/Q6Xur5H6pUgrBv5UefHWcTvPIEmIxtVSjrmVVxx6t0am0bV0ShVZNx5gHlVV4MNSytPKvL12MNza8EBoydQAuheId/TwogEihFU5F9YY0gPvEf6TV3NCbm9DZpsJfcW/ETS8at4TuiHU6/W3J22itQLt8kOi0GbkwCR2VjiPXMEdyZ/pf8iVOen2ahTM3TLHnribkAeTxTTutQhEb+r1tglmOnXSy0UaNIyMXN3ovb375F66S5RG/bi2LMltVe+C0DKhduo4pJw6NZcNz30E92Khfz9zM+MZrT+9UhGsolNAExlKl/ypX6dRqlCGRWPooorEomE6F//JeX8LTKDwsmOTCD52BUkCjMcuzUj7VYoWY996Wl6ciUJB88T8sFa/TLXEV2J+fWQPqGmqOqC27CumLk5knE7DM9xfbBr06DI53KAA/SjH1lksZzl+ruwD6WSyhnO0IhGuOL6bG/UM4ohBnPMsePZ/ib1oQ+72Y077mjQEEMML/ESW9laSpEKwrObznT97F2FDRMR8kolFX/8CSIIBxxIJBEoegKlKLRoySLLYMPNYonFE0/91PYnOEFb2ha4/d/8zQu8oH8dQUSuXhipl++SeiUIx27NMfdw4v7nWwie8R2g6yHQKnADZxuO1fdKeRqb5rVpemIlCQfOEfrZJsx93Km3YQ6g+9zKCotBXs2J/rIX2MteOtCB/ew3aC2sykyZkEzalWDs2jZAm5VN+OqdJJ+4ilU9H9Ju3CNh1yk0ShW1Vk5FIpNya/znADyons6/w2J4ZVEhPV2f+A7ZYNdiItfsJO7PRzMsmft5kBWcM8PlY72c5A421Ns2n7Rrwdybuw6JmZza372H65DORP9xlPhdJ5E72OI6pCMSuRzb5rXRZGSRfisMhZuDvuaHUDQV+XpMJFCMSyRQjKAi/8KWB+m3Qkk6egm7Do2xrqO76x88dy1RP+3DzMUez4kvEP3zXpJPXkdub40yNkm/r9zFHrmNpX5qZwBFA2+yr4UWfMAnCmv5fjwOub01d95aAYDUxhILPw/SrwRjVd8H5xfak3zyGsq4ZNyGdcF7xnCiNh0g4/YD3IZ2xsa/Jllh0aRdDca+Q2Nk1pZkRcQhszJHbp9/8b2K5KLqPK3kbXAOltHqQR3WP3eIr4I/ovrKWPzvVsOtX3u8Xu/HvY83cG/hBrTZKpwHtMOxTxvuvFn0In21f5yFVe2qXOo8Fa1ShWXdarS48APq1Azidp5ElZyO52u98y1i/B//8TZv44EHP/MzLrjke4zxjGcNawDdsJqzFDzdXlmlQsUNbuCDD1q0hBFGPeqJ6XOFMmUOc/iUTwHdbGx7KKTXoZBHHHGc5jRNacqXfMktbvEBH5TpXg1b2MI61tGDHsxgRqHbJpFEO9pxneu8yIv8zu9PnVVFGZ9M8slr2DavjcLDmduTvyJ81fYix+dz6mPud5inH65hUasq3tOHEvy/1agSU5E4WrK/ZwiRvpl4hljSc/g0mvv3IfKnvTg+3xL7to+S9arEFKRWFhV2xjatVosqPllfU0OrUpF+KxSFuyNmzg5kxyQQ9fN+pOZmWPvXIOXMDeJ3nca+fSNUGVmEf/UbMhtLmhxdjlYL55q+rr8RZubljLKAmntmrvZY1fUh6b/L+mVnB6bScnv+37UkCjnO/doR+8dRABRVXGgVuAGJwozAMYtIPnYF5wHt8Fs8gbRLd7GoWQWpwozMoHAsqnvpzk9SOWZ1LAsq8vXYw3NrzkFkBRTmLg1qUjlHtwr5nhZGJFCMoCL/wlZECf+eJzs6AamFAseuzVCnZ3LtxQ9JvXAbhYcTDbd/TMTa3YR/80f+DTwx/tTj9b4kn7hK+vVCpoN+jLV/DdIu3dW/rvPj/7jz9grUKRkgAZmtta7rqEyqmza3bX1dV0+1Bu/Zo/Bb8BrpN+9za8IyNNlK/D4dT/TG/SQdu4xdh8ZY+HiQeu4mWWGxWDfyo/qSN0Em5cbw+agSUvH54BVcXmiPOi2D4A/XkXY9BLs2DXB5sT1RP+0FjRaPsb0wr+ZOzJaDJP53Bat6Pvh+OBpVSjoJ+wNICbgJEglVpryI3N6asGVbUSakYNO0Fllh0WTcDkMZl4z7qO64Du7Eg1V/cW/eesxc7Gi4czFWtaoS/NGPuqFaGg3Stj6oAu4hVeoSUJqMrFy9gpwHPkfc9tyV1T0m9CdydcGF1RRVXfW1SxSeTrS4vA4zFwcy7oSReT8ah07+SGRFmw62MY25whUAZjGLRSzKd7s/+IOXeAkNGj7iI+Yxr0jtC4LwbNJJ5wM+IIEEFrAAb7xNHZJQBiSRxKu8SgghfMqn+OOPJ57FmpJWq9WSfFzXq1GqkBO+ZhdR6/diUc0N54HtCf1qG2Tohv2k2qn45E4KizycHtXSelrvV7kMiVSiL0buu/A1fD4Yzc03Pidy9U6QSany1iCcBzzH/UUbyboXjX2HRmhVarKjEpDZWuI9YwR2LesS8/sRYn8/imPPlniM6QVA4qHzRG3cj5mLPfadm2LXph5RG/aRFRqN5xsDyAgKJ/zrPzD3dqXG0onIbKzQZCsJmvEtSaeuU23mcFwHdybh0HkerPgDiZkMq7o+SMxkpJy6jlapxvfjcSQdvUzokk2YuTvSaO/nWHi5cO/TjYR9/isSczmer/cjOyqBmK2HQKPBpmVdko9dQZutwrpxDfwPf8n5Fm+QGaQrjus2uifRmw7kmQEmPwpPZ5wHtCtykVWbZrVxH9OTu+88KuDa9MRKguesIfXiHeR2Vii83bBtWguFhxOer/dFbm9D5r1IVGmZWOUkSISyqSJfj4kEinGJBIoRVORf2MosPfAeCYcuok5Ow7JmFeL/OYU6IxuHLk24M2U52mwVcld7Wt3aSPCs1bk/wB+vov4EqaW5LkGQw2lAO+L/PlG0oCQSOmTs5YT7i6iTdONz84yvfYJFdU/UqRkooxNz2oBWdzcTMu9HojfsexTXE+3InexQPTa1nVP/dmQ/iCX1/C39MutG1bHv0LjQu3T2Hf1JOnpJ/9q2dT2anljJUVnRi8nJ7K315wu6nkNNT6zkQttJqOJ0Mdq1b4T72N7E/XEUJBJ2LM3i86qr6Rbdhp+8/sDKovi/m93pzkEOAvAFX/Au7xa4bSCBJJNMK1oV+3iCIAjCs3t8Rj1DDknKjzo1nb8+fIcLUcf4/rMgkr0lXHl7CeFf626+WNSqSubtsIIbkEj0w48B5C52tA7awnG7PkWOQe5oS6P9n3Oh5Rv6ZI3vp+Mxc7bj9hvLcm/82PeSJ2dGtGrgS8ur67n91nLCv3k0dbr7mF5E/VRw7y5zXw+yHuvBK3OwocmR5ZzzH1fkc6i58h3uTF7+2EnlnT63IHJHW+pv/YjLPaY/isHRFnVCClJLc2xb1yM98B6a1Eys/GvQePcS5LZWJB2/QvKp6zj3b4dVbZF8rSgq8vWYSKAYV9maX0oQyhGruj5Y1X00LtZ1cCf9c8+xvdFqtPo7EbVWTsXCz5Ok/y7j+XpfzP08Cf7f92SFxaBOSkMZm4RWpUZRxQXnge0JX/47ACqZhnXv3mDwISvUjxXDLYhELkOdmpErmcBTuodmBkXovjg9pAVNeiYZN3N/sXsyCfN48gQg8cglNMlpuZZlBIVjWavwqaKfnH1Jk63SVXx/rPaMRCFHYmaGJi3j0Tk99sXSbXg3VEmpxO88icLbjcZ7lmBRzZ3nYv8m8egl5I622DTSzXDj9VofEklkTk4x1N9sDjKc/QxmcKFxFmYjG1nGMjzwyFPX5EmimKUgCIJpPF5bylBFugsis7Gi25ef8xX9ySaCz/mYWium4D76ed0Q3WFdeLDid2L+OIplzSooE1JJOnQBdVIacmc7fD8aQ8j8n/Q3AWya1kZbxMTBQ+q0DJQxSbl6usT/cwqJLJ8hl4/d1Hl8KDNARk4x9YwniqonHr5Q6PEl0tzfP9SJqWSFxxYldB2pFMfuzXV15nKK+Cq8nMkKjUaiBa1Ei0SrO4bETI7H632x8PXg3rz1SMxk1NsyF8fuLWh6ahXhP+zCqk5VPMf1RZ2agcLDqcDeIvbPNcL+uUZFj1MQyggNUiRGHFKtqaTDt0UPFCOoyBlPoXTcuHaUty8M4WTfeNIc1RyO202Vj++QeS8Kxx7NMXN1JObXfzH3ckFma0nED7uQWiqovXYmTt2aEzJ/PaFLNiO3t6HelrmkXrrD/YUbUMYmI3eyRWJuhiYtE3VyOlWmDkEZk6ifTcBjQn/qfD+NxGNXuNztXV33YZkUr0kDSTpyibQrQaDVYuHnSWZwhD5mrykvooxNImbLv7oFUgm1Vk7FoXMTLnV9j+wI3d0sqZU5lrW9Sb8egjZbhfvY3iSfvEZG4H2k1hY0O/sd1vV8idp0gLvTViG3t0Hx+8uEVUmmyW9mZF4LxeXFDlj4eQKQHRmPXctHSYlMMkkksdBpGVWoqElN7nEPOXLOc55GiC9LgiAIFZkWLV/zNcEE8y7v5pkNzdTUGVlkh8di4eepq/2h1XLvk40gAe/3hiKzNOfH9e9gPfc0GpmWf1+N5/VfWpMRFI5DR3+s/WsS+dMe1AkpSMzNqPXte3i82ourA94nfudJkEios3YmqsRU7r63UndQmVR3Q+Lh7INOtlRfOpHQpVv0U+m6DutC/S0fkRZ4j3NNXkebpQS5FL9FEwj5YC3abBWWdb1RJaSijEsCpRrzau403PEpMdsOc3/xJlCp8Xp7ELWWv83td74masMe0IBN81poM7JRJafj/nIP5M52hH21Da1GS43PJ+LSrx3ZkXHcmvglMmsL/L5/mwn3hnEh4QQhDdJoHVaPHdZ7MXNxqJQzywhFV5Gvxx6eW1MOGb0HygW6VMj3tDAigWIEFfkXVigdySRTnerEEYccObvZTXe6l7hdrVqdq67H49P2qVLSkVookJo96pimSkol83401g18db1CgMyQCJSxSdg0r0N2ZLxuCue4ZGz8a+rXZz2IxbqhX64it8lnbiB3tMUqp0eKKjGF7KgErOoU/gX2CEfoTndUqBjCELaRd2q/h4IJpj3tCSec6UxnKUsL3DaUUH7nd9rkPARBEAShrDvGMTrTGTVqfYFkrUaj/4zWarVkBkeg8HBCZvVolqPsyDi0KjXmVXU9b1Iv30WqkGPh64EmW0VWaDTK+BQcOjyawjrzXiTKuGRsm9XWL9NqNGSFRmPmYo/M2hJVUipatQYzJ933W61KhTI+BYVb7invH4+xJEYwgi1s0b9ewAI+5MMStytUfBX5euzhuflzxOgJlEt0qpDvaWFEAsUIKvIvrFB6/uEf+tMfDRpccOEe97Ci8t1d+YRP+IAPAHDBhRhiCtz2K77S1x+xwoo00grcVhAEQRCMbS5z2cEOXuZlpjGtWG1c5CJ3uEM/+hlsKujywhdf7qEryj+BCXzP9yaOSCgvKvL1mEigGFflHLgkCOWAHDkadGOSY4kliaSn7FExvcRLuOMOwCQmsYxlvMd7hBOeZ9vneA4FCgC60MWocQqCIAhCYQIIYCELuchFpjOdIIIK3V6JMt/lTWjCEIZUuuQJwAxmIEWKBx6FFmwXBEEoLSKBIghlVDe6MYpRuOPOR3yEJ56mDskkalObEEKIJhoXXJjOdL7kS0YwIs+2LWnJZS6zi138QQHTTAuCIAhCKTnCEX7nd9TkLfhqhx0ydMNozTHHGut828gkky50QYGCV3m1NMMtdyYzmRRSCCNMFGUXhCdokBr9X2VUOc9aEMoBGTI2spFIIpnHPFOHY1IWWOCKK7E8qt5f0FCeOtShD330PVGe5jjHGc1oVrHKILEKgiAIldNGNtKZzgxhCJOYlGd9bWrzJ3/yJm+yi1363pVPOspRDnMYgJ/4ST9kRdCxwkqfiBIEQTA2MY2xIAjlxju8wwUu8IAHfMVXJW5PiZI+9CGZZH7mZ2pT2yDFegVBEITK5zSn9c9PcSrfbfrnPApTl7rYYEMqqXjjXepTLguCUDGIaYyNQyRQBEEoN5xw4m/+Nlh7GjRkkql/LYrOCoIgCMU1jnFsYQuJJPIe7xW7nWpU4yxnOclJetITSywNGKUgCIJQEiKBIghCpWWOOZvYxHKW05rWDGCAqUMSBEEQyqkmNCGCCFSoSlzgtW7OQxAEoahEDxTjEAkUQRAqtcE5D0EQBEEoKXnOQxAEQaiYKmfaSBAEoZwJIIC3eIvf+I0UUljAAr7giwKnuRQEQShv0khjCEOoT31+5/dc69JJ5x/+IYQQ0wRXAUUTzRrWcJGLpg5FEASh3BApckEQALjGNdJIoxWtStSOBg0v8zJ/8RcjGckP/GCgCCuvDDLoTneSSGIlK+lJT/awB4AkkpjPfBNHKAiCUHLrWa9PnLzO67l6B/agByc4gQ02BBBAHeqYKswKQYOGDnTgFrdQoOAc52hIw2K3F0YYAQTQkY444WTASAVBKCoxhMc4KudZV3JZZDGb2YxlLMEEmzocoQzYylYa0YjWtGYBC0rU1hnOsJnNpJPOGtawm91c4YqBIq2cMskkhRQAtGh5wAP9usefC4IglGceeOife+Kpf55BBic4AUAqqblmuxGKJ400bnELgGyyuca1YrcVSSRNacqLvEgb2uQqzi5UHokkcpjDJJNs6lAEoVSJBEol9AVfsJjFrGc9oxlt6nCEMmA3u9GiBeAf/ilRW9Wohg02AFhjTV/60pjGLGNZieOsrBxxZCUraUhDJjOZNayhIQ1pQxvmMMfU4QmCIBjEYAazlrVMYxo72alfboml/vuKH370pKepQiy3trOdqUzlLGcBsMWWaUxDgoQ2tKEvfYvd9hWuEEssALe5TQQRBolZKD+SSKIZzehCF1rRinTSTR1SpaRBavR/lZFEq9VqTR1ERZecnIy9vT1JSUnY2dmZOhzmMpeFLASgOc0JIMDEEQmmto99DGAA2WSzkpVMZGKJ2rvMZQ5ykEMcYgc7AHiO5zjGMUOEKwiCoDePeexlL+MYx+u8bupwhFL0gAe44II55qYOpVy5wAWa0xwtWuyx5wEPsMYaADVqZMhK1H4aaXSmMwEE0J/+bGc70kp6YVVZneQk7Winf32ZyzSikQkjyqusXY8Z0sNzq8VZZDk3MY1BTSq3aVkh39PCiBooldB0phNCCJFEsoQlpg5HKAOe53lCCSWTTLzxLnF7jXMeNajBbnajQsVwhhsg0qLJJJO5zCWKKOYxDz/8jHZsQRCM5zjH9TWAznCGfvTLNQxEqFiqUMXUIRjMBjbwCZ/QjGasZ32pJoViiNH3Mk0mmQwy9AmUkiZPQNfb9BSniCUWN9yQIClxm0L54o8/TWjCRS7SmtaiRpFQoYkESiVkhx0b2GDqMIQyxhVXg7c5gAEEE0wmmdSkpsHbL8gylrGUpQAEE8xRjhrt2IIgGI811kiQoEWLIuchCGVZEkn8x3+MZzzZZHOLW/Smd6kOqe5BDyYzmX/5l4lMxAUXgx9Dhgx33A3erlA+WGHFKU4RQgjVqY4ZZqYOqVISRWSNQyRQBEEoVVWpavRjZpGlf36HO8xiFrOZjT32Ro9FEITS04QmbGQj+9jHy7wsZv8QyrQssmhHO65zPdcQl8cL5pYGCRK+4ZtSPYYgmGMuep4IlYJIoAiCUOFMZzr3uc9hDnOPe3zGZ0QSyXrWmzo0QRAMbGTOQxDKugc84DrXAd00wkMYwiAG0YMeJo5MEISKQIvEqL1CtJV0uF7l7HcjCEKFZocd61lPBzrol8URZ8KIBEEQhMrOF1/9DEKNacw61jGCESaOShAEQXgWogeKIAgV1kIWEkEE2WTra6IIgiAIgilIkfIP/xBGGJ54ijoRgiAYlK73iaiBUtpEAkUQhArLF18OcMBkxz/IQbaznX700991FARBEEwrnnhUqHDDzejHliKlGtWMflxBEATBMCpn2kgQBKGUPeABfenLN3xDf/pzj3umDkmoYFJIYRaz+B//I5lkU4cjCOXCP/yDV87jZ342dTiCIAhCOSN6oAiCIJSCFFL0swEpUZJIIj74mDgqoSKZyUy+4ztAd0f9B34wcUSCUPZtYIP+b/OP/MgrvGLiiARBEAxDDOExjsp51oIgCKWsLnVZyEIa0pC5zMUff1OHJFQwCSTk+1wQhII9PuONmP1GEARBeFaiB4ogCEIp+SDnIQilYRGLiCMODRo+4zNTh1Mh7WUv29nOQAZW6DpGwQSzlKVUpzrv8R7SCnx/bRzjaEITssiiHe1MHY4gCILBiB4oxiESKIIgCIJQDvnhx372mzqMCus+9+lPf5QoWcta7nCnwhb/HMxgLnABAHvsGc94E0dUuprT3NQhCIIgCOVU5UwbCYIgCCWiRWvqEIRyai1r6UpXvuALU4dSqBRSUKIEdHWMUkgxcUSlJ5FE/XMxHEwQBEEQCiYSKIIgCMIz+YmfsMKKmtQkmGBThyOUI6GEMp7xHOIQ05im7/VQFjWgAR/zMf74s5CFNKCBqUMqNetYRytaMZzhTGKSqcMRBEEQikGD1Oj/KqPKedYVzKd8Sgc6sI51pg6l0tjDHlxwoTrVuc51U4cjCEY1n/lkksld7oqZX4RnIkeODBkAEiQoUJg4osLNYQ4XuVjhaxl1pjOnOc1mNmODjanDEQST0KAxdQiCIJQDIoFSzp3iFHOYwzGOMZ7xRBBh6pAqhfnMJ444ggnmS740dTiCYFSPzyjUhCamC0QodzzxZBvbGMYwfuKnCt2rQ8gtiyzmMIc3eZMHPDB1OIKgl0YaHeiAGWZMY5qpwxGEYhM9UIxDFJEt5yyxRIIELVrMMCvzd/MqivrU5xSn9M8FoTLZlPOoStUKPTOJUDoG5jyEyuUzPuNTPgUgiCD2sc/EEQmCzm52c4xjAHzBF3zIhzjgYNqgBEEos0QCpZzzx5+f+Im97OVlXsYZZ1OHVCmsYhWtaY0ddgxnuKnDEQSjssSScYwzdRiCIJQjqaTqn1fkgrxC+VOf+ihQkE02NaiBLbamDkkQikVMY2wcIoFSAbyS8xCMxxxzJjDB1GEIgiAIQrkwi1mEEEIssWLoq1CmPOxVfJazDGCAvk5TRbeLXdzkJmMYI27ACsIzEAkUQRAEQRAEoVQ54cRWtpo6DEHIV9OcR2Wxi130ox8A29jGSU6aOCJBKD9EAkUQBEEQBEEQBKGSuMlN/fNAAk0YiWBIYgiPcVTOsxYEQRAEQRAEQaiExjCGNrTBAQeWstTU4QhCuSJ6oAiCIAgGEUggrriKsdSCIAiCUIY54yyG7VRAogeKcVTOsxYEQRAMaipTqUc9qlOdy1w2dTiCIAiCIAiCYHAigSIIgiCU2C/8AkAyyexgh4mjEQRBEARBEATDEwkUQRAEocQGMAAASyzpQQ8TRyMIgiAIglC5aJGgQWq0f1okpj5lkxAJFEEQBKHE1rCGk5zkJjdpRStThyMIgiAIgiAIBieKyAqCIAglJkFCG9qYOgxBEARBEIRKSYMUiRH7R2graV+MynnWglBEqaRym9to0Zo6FEEQBEEQBEEQBMGERAJFEAoQSih1qENtavMKr5g6HEEQhAonllhmMINP+RQlSlOHIwiCIAjlljHrnzz8VxmJITyCUIB97COccEA3w8h61iMXvzKCIFRQSpQEEogffthgY5RjvsZr+lmbNGj4gA+MclxBEARBEITiqJxpI0Eogva0xw47AHrQQyRPBEGosDRo6ElPGuc8Yok1ynEfP46xjlmRZJLJfOYzk5kkkGDqcARBEAShwhNXhIJQgDrU4TrXuc1t2tHO1OEIgiCUmggiOMQhAIIJ5hSn6Ee/Uj/uClYwmck44sgsZpX68SqaeczjMz4DdMNON7PZxBEJgiAIpiKKyBqHSKAIQiGq5DwE08oiixhiqEIVJJV0znlBKE0eeNCGNpziFF540ZKWRjluC1pwmtNGOVZFFEec/rnowSMIgiAIpU8kUARBKNNiiKEd7bjDHUYykl/4xdQhCUKFI0PGIQ5xgQvUpS6OOJo6JKEIPuIj7nGPNNL4gi9MHY5gQAc4wCEOMZSh+ONv6nAEQSgHRA8U45BotVoxP2spS05Oxt7enqSkJOzs7EwdjiCUK5vZzEhG6l8nkaSvTSMIgiAIFc11rtOYxqhR44gj97lvtMLOglBRVeTrsYfnZkkEEiN+R9aSTAaeFfI9LUzlTBsJglButKKVPmHSilbYYmviiARBEASh9IQTjho1AAkkkEKKiSMSBEEQHhJDeARBKNNqUIMrXOEa1+hIR1EDRRAEQajQutKVcYxjP/uZwAQ88TR1SIIglANiCI9xiASKIAhlXrWchyAIgiBUdFKkrGGNqcMwiT/5k9WspgtdmMlMU4cjCIKQh0igCIIgCIIgCIJgUkkkMZzhZJPNHvbQmtZ0opOpwxKEckP0QDGOynnWgiAIgiAIzyCYYK5wxdRhCEKFJcl5PCRDZsJoBEEQ8icSKIIgCIIgCIXYwQ5qU5vGNGYRi0wdjiBUSHbY8Tu/M5CBfMVXtKe9qUMSBEHIQwzhEQRBEARBKMTf/I0KFQB/8AezmW3iiAShYuqb8xCEotKgIYAAqlENDzxMHY5JiSE8xlE5z1oQBEEQCnGFK8xlLoc4ZOpQhDJgEIMwwwyAYQwzcTSCIAjCQ6MYRWtaU4c6XOOaqcMRKgHRA0UQBEEQHpNKKp3pTDzxLGIRl7lMPeqZOizBhHrTmyCCSCONOtQpVht72MNv/EY/+jGQgYYNUBAEoZL6kz8BSCaZgxykAQ1MHJHpiB4oxlGhzjo+Pp5Ro0ZhZ2eHg4MD48aNIzU1tdB9MjMzmTx5Ms7OztjY2DB48GCioqLybLd+/XoaN26MhYUFbm5uTJ48ubROQxAEQTChZJKJJx4AFSoe8MDEEQllQVWqFjt5Ek44L/ACa1nLEIZwhzsGjk4QBKFyGsEIAJxwoic9TRyN8DRHjx6lf//+eHl5IZFI2L59e5H3PX78OHK5nCZNmpRafEVRoRIoo0aN4tq1a+zfv5+dO3dy9OhRJkyYUOg+7777Ljt27GDbtm0cOXKE8PBwBg0alGubL774gjlz5jBr1iyuXbvGgQMH6NlT/IIKgiBURF54MZ/5eOHFGMbQla6mDkko59JJJ5tsANSoSaXwmzuCIAhC0axjHZe5zG1uFzvJXVFokaIx4r/i9EBJS0vD39+flStXPtN+iYmJjB49mm7duj3zMQ1NotVqtaYOwhBu3LhB/fr1OXv2LC1atABgz5499OnTh7CwMLy8vPLsk5SUhKurK5s2bWLIkCEABAYGUq9ePU6ePEmbNm1ISEigSpUq7Nixo9j/YcnJydjb25OUlISdnV3xT1IQBEEQhHLpS75kM5sZyEDe531ThyMIglCpVOTrsYfnBkmAMc8tGSj+eyqRSPjzzz8ZOHDgU7cdPnw4tWrVQiaTsX37di5evPjMxzOUClMD5eTJkzg4OOiTJwDdu3dHKpVy+vRpXnzxxTz7nDt3DqVSSffu3fXL6tatS7Vq1fQJlP3796PRaHjw4AH16tUjJSWFdu3asWzZMry9vfONJSsri6ysLP3rpKQkQPfDLQjCs5nFLP7iL17kRT7lU1OHIwiCUCzjch6gGyYmmNZxjnOIQ/SnP/74mzocQRBK2cPrsArSd6AAxv5s0R3vyWtcc3NzzM3NDXaUH3/8kaCgIDZu3MjHH39ssHaLq8IkUCIjI3Fzc8u1TC6X4+TkRGRkZIH7KBQKHBwcci13d3fX7xMUFIRGo+HTTz9l+fLl2Nvb88EHH9CjRw8uX76MQqHI0+6iRYuYP39+nuUFJVwEQXi6lTkPQRAEQTCUpSw1dQiCIBhRSkpKTm+NikOhUODh4UFkpPGvNW1sbPJc43700UfMmzfPIO3fvn2bWbNm8d9//yGXl43URdmIohCzZs3is88+K3SbGzdulNrxNRoNSqWSFStW8PzzzwOwefNmPDw8OHToUL61UGbPns17772Xq434+HicnZ2RSCQljik5ORlvb29CQ0MrXBc0wXDEz4lQFOLnRCgK8XMiFIX4ORGKSvysCEVhyJ8TrVZLSkpKvmUdyjsLCwuCg4PJzs42+rG1Wm2e61tD9T5Rq9WMHDmS+fPnU7t2bYO0aQhlPoEybdo0Xn311UK3qV69Oh4eHkRHR+darlKpiI+Px8PDI9/9PDw8yM7OJjExMVcvlKioKP0+np6eANSvX1+/3tXVFRcXF+7fv59vu/l1W3qyl4sh2NnZiQ8d4anEz4lQFOLnRCgK8XMiFIX4ORGKSvysCEVhqJ+Titbz5HEWFhZYWFiYOgyDSklJISAggAsXLjBlyhRA1zFBq9Uil8vZt28fXbsav9B/mU+guLq64urq+tTt2rZtS2JiIv9v7/5joq4fOI6/QED8ddQ5UUuOkFbaLjl24XnAFJSKfinL3PqnsDEXDpjGZkiz2NpabbTpEhNdS2LTWbOI/slqENJWWpLXTpu3IN3NExbmjwWaxzi+f3z35ZtDPewH7w/0fGz8ce+7D3t9tjc3Pq+9P+9PR0eH3G63JKm1tVWRSEQej+e6x7jdbsXHx6ulpUWrV6+WJAUCAQWDQXm9XklSTk7O8Pi8efMk/fdxyefOnVNqaupfPj8AAAAAAPB/NptNfr//mrG3335bra2tOnDggNLS0ozksnyBMloLFy5UYWGh1q1bp/r6eg0MDKi8vFxPP/308FKtUCikFStWqLGxUYsXL1ZSUpJKSkpUWVkpu90um82miooKeb1eLVmyRJJ0zz33aNWqVdqwYYN2794tm82m6upqLViwQPn5+SZPGQAAAACAcaGvr0+dnZ3Dr0+dOiWfzye73S6Hw6Hq6mqFQiE1NjYqNjZWTqfzmuOTk5OVmJg4Ynws3frDmy1s7969WrBggVasWKFHH31Uubm52r179/D7AwMDCgQCunz58vDY1q1b9fjjj2v16tVaunSp5syZo48++uia39vY2CiPx6PHHntMy5YtU3x8vA4ePKj4+PgxO7c/mjx5smpqav7W3Y0x8TBPMBrME4wG8wSjwTzBaDFXMBrMk4nn6NGjyszMVGZmpiSpsrJSmZmZeuWVVyRJ3d3dN9wmwypihib2s5wAAAAAAAD+sgm1AgUAAAAAAOCfQIECAAAAAAAQBQUKAAAAAABAFBQoAAAAAAAAUVCgjHMrV66Uw+FQYmKi5s6dq2eeeUZnz541HQsWcvr0aZWUlCgtLU1TpkxRenq6ampqFA6HTUeDxbz22mvKzs7W1KlTddttt5mOAwvZsWOH7rrrLiUmJsrj8ejbb781HQkW097erieeeEJ33HGHYmJi9PHHH5uOBIt5/fXXlZWVpRkzZig5OVlFRUUKBAKmY8Fidu7cqUWLFslms8lms8nr9erTTz81HQsYRoEyzuXn5+uDDz5QIBDQhx9+qK6uLj311FOmY8FCTp48qUgkol27dunEiRPaunWr6uvr9dJLL5mOBosJh8Nas2aN1q9fbzoKLOT9999XZWWlampq9P333ysjI0MPP/ywfvnlF9PRYCH9/f3KyMjQjh07TEeBRR06dEhlZWU6fPiwvvjiCw0MDOihhx5Sf3+/6WiwkHnz5umNN95QR0eHjh49quXLl2vVqlU6ceKE6WiAJB5jPOF88sknKioq0tWrVxUfH286DiyqtrZWO3fu1M8//2w6CiyooaFBGzdu1MWLF01HgQV4PB5lZWWprq5OkhSJRJSSkqKKigpt3rzZcDpYUUxMjJqamlRUVGQ6Ciyst7dXycnJOnTokJYuXWo6DizMbrertrZWJSUlpqMArECZSM6fP6+9e/cqOzub8gQ3denSJdntdtMxAFhcOBxWR0eHCgoKhsdiY2NVUFCgb775xmAyAOPdpUuXJIn/R3BDg4OD2r9/v/r7++X1ek3HASRRoEwIVVVVmjZtmmbOnKlgMKjm5mbTkWBhnZ2d2r59u55//nnTUQBY3Llz5zQ4OKjZs2dfMz579mz19PQYSgVgvItEItq4caNycnLkdDpNx4HF+P1+TZ8+XZMnT1Zpaamampp03333mY4FSKJAsaTNmzcrJibmpj8nT54c/vymTZt07Ngxff7555o0aZKeffZZcWfWxHer80SSQqGQCgsLtWbNGq1bt85QcoylPzNPAAD4J5WVlen48ePav3+/6SiwoHvvvVc+n09HjhzR+vXrVVxcrB9//NF0LEASe6BYUm9vr3799debfmb+/PlKSEgYMX7mzBmlpKTo66+/ZqnbBHer8+Ts2bPKy8vTkiVL1NDQoNhY+tN/gz/zfcIeKPifcDisqVOn6sCBA9fsZ1FcXKyLFy+y4hHXxR4ouJny8nI1Nzervb1daWlppuNgHCgoKFB6erp27dplOgqgONMBMNKsWbM0a9asP3VsJBKRJF29evXvjAQLupV5EgqFlJ+fL7fbrT179lCe/Iv8le8TICEhQW63Wy0tLcMXw5FIRC0tLSovLzcbDsC4MjQ0pIqKCjU1NamtrY3yBKMWiUS4toFlUKCMY0eOHNF3332n3Nxc3X777erq6tLLL7+s9PR0Vp9gWCgUUl5enlJTU/Xmm2+qt7d3+L05c+YYTAarCQaDOn/+vILBoAYHB+Xz+SRJd999t6ZPn242HIyprKxUcXGxHnjgAS1evFjbtm1Tf3+/nnvuOdPRYCF9fX3q7Owcfn3q1Cn5fD7Z7XY5HA6DyWAVZWVl2rdvn5qbmzVjxozhfZSSkpI0ZcoUw+lgFdXV1XrkkUfkcDj022+/ad++fWpra9Nnn31mOhogiVt4xjW/368NGzbohx9+UH9/v+bOnavCwkJt2bJFd955p+l4sIiGhoYbXujw548/Wrt2rd57770R419++aXy8vLGPhAso66uTrW1terp6ZHL5dJbb70lj8djOhYspK2tTfn5+SPGi4uL1dDQMPaBYDkxMTHXHd+zZ4/Wrl07tmFgWSUlJWppaVF3d7eSkpK0aNEiVVVV6cEHHzQdDZBEgQIAAAAAABAVGyEAAAAAAABEQYECAAAAAAAQBQUKAAAAAABAFBQoAAAAAAAAUVCgAAAAAAAAREGBAgAAAAAAEAUFCgAAAAAAQBQUKAAAAAAAAFFQoAAAAAAAAERBgQIAAAAAABAFBQoAABiVhQsX6p133jEdAwAAwAgKFAAAENWVK1f0008/KSMjw3QUAAAAIyhQAABAVMePH9fQ0JCcTqfpKAAAAEZQoAAAgBvy+Xxavny5cnNzFYlE5HA4tG3bNtOxAAAAxlyc6QAAAMCaurq6tGzZMm3atEkzZ85UJBJRVlaWXnjhBeXl5cnlcpmOCAAAMGZYgQIAAK6rtLRUTz75pLZs2aJgMKicnBy9+OKLstls+uqrr0zHAwAAGFMUKAAAYISenh61traqtLRUg4OD8vv9crlcio2N1aRJk5SQkGA6IgAAwJiiQAEAACMcPnxYkUhELpdLgUBAV65ckcvl0unTp3XhwgVlZ2ebjggAADCmKFAAAMAI4XBYkvT777/r2LFjSk1Nld1uV319vZxOp+6//37DCQEAAMYWm8gCAIARvF6v4uLi9Oqrr6qvr0/z589XXV2dtm/frvb2dtPxAAAAxhwFCgAAGCElJUXvvvuuqqqq1N3drbi4OF2+fFkHDx6U2+02HQ8AAGDMxQwNDQ2ZDgEAAKzLbreroaFBK1euNB0FAADAGPZAAQAAN3TmzBlduHBBTqfTdBQAAACjKFAAAMAN+f1+TZs2TWlpaaajAAAAGMUtPAAAAAAAAFGwAgUAAAAAACAKChQAAAAAAIAoKFAAAAAAAACioEABAAAAAACIggIFAAAAAAAgCgoUAAAAAACAKChQAAAAAAAAoqBAAQAAAAAAiIICBQAAAAAAIAoKFAAAAAAAgCj+AzlA2ojHwhjwAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 1400x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%matplotlib inline  \n",
    "import matplotlib.pyplot as plt\n",
    "fig = plt.figure(figsize=(14,8))\n",
    "ax = plt.subplot(111)\n",
    "ax.set_xlabel(\"$\\phi$\"); ax.set_ylabel(\"$\\dot{\\phi}$\")\n",
    "ax.set_xlim([-np.pi,np.pi]); ax.set_ylim([-0.06,0.1])\n",
    "for m, megno, vx in res:\n",
    "    c = np.empty(len(m[:,0])); c.fill(megno)\n",
    "    p = ax.scatter(m[:,0],m[:,1],marker=\".\",c=c, vmin=1.4, vmax=3,  s=25,edgecolor='none',  cmap=\"brg\")\n",
    "cb = plt.colorbar(p, ax=ax)\n",
    "cb.set_label(\"MEGNO $<Y>$\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The red orbits are periodic or quasi periodic, the green orbits are chaotic. "
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
